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.WARNING: the argument --mutp 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 20
--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
--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__ >& /dev/null"
--test-script "./test.sh"
--tournament-size 2
--tweet false
--uniq false
--valgrind false
--variants-exchanged 50
uname -a: Linux domU-12-31-39-00-F5-A5 2.6.34.7-61.fc13.i686.PAE #1 SMP Tue Oct 19 04:24:06 UTC 2010 i686 i686 i386 GNU/Linux
date: Tue Jun 11 11:37:26 EDT 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           E5345  @ 2.33GHz
grep 'MemTotal' /proc/meminfo: MemTotal:        1747596 kB
grep 'SwapTotal' /proc/meminfo: SwapTotal:             0 kB
cilRep: preprocessing IO function signatures: /tmp/tmpf02402.c /tmp/tmpadd885.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/src/request.c: parsing
cilRep: preprocessed/src/request.c: parsed (0.693405 MB)
cilRep: computing liveness
Bug: BF(Liveness): stmtStartData is not initialized for -1: __Cont: /* CIL Label */ 
#line 339 "request.c"
i ++;
Liveness failed on function:
 int http_request_parse(server *srv , connection *con , http_req *req ) 
{ size_t i ;
  enum __anonenum_keep_alive_set_209 keep_alive_set ;
  int tmp ;
  char *sl ;
  size_t tmp___0 ;
  size_t tmp___1 ;
  size_t __s1_len ;
  size_t __s2_len ;
  int tmp___2 ;
  int tmp___3 ;
  int tmp___4 ;
  unsigned char const   *__s2 ;
  register int __result ;
  int tmp___5 ;
  unsigned char const   *__s1 ;
  register int __result___0 ;
  int tmp___6 ;
  int tmp___7 ;
  int tmp___8 ;
  int tmp___9 ;
  int tmp___10 ;
  size_t tmp___11 ;
  size_t tmp___12 ;
  void *tmp___13 ;
  char *tmp___14 ;
  char const   *tmp___15 ;
  char const   *tmp___16 ;
  int tmp___17 ;
  data_string *ds ;
  data_string *hdr ;
  int cmp ;
  array *vals ;
  size_t vi ;
  data_string *dsv ;
  size_t tmp___18 ;
  int tmp___19 ;
  size_t tmp___20 ;
  int tmp___21 ;
  char *err ;
  off_t r ;
  char const   *tmp___22 ;
  int *tmp___23 ;
  char const   *tmp___24 ;
  char const   *tmp___25 ;
  size_t tmp___26 ;
  int tmp___27 ;
  char const   *tmp___28 ;
  char const   *tmp___29 ;
  int tmp___30 ;
  char const   *tmp___31 ;
  int tmp___32 ;
  int tmp___33 ;
  data_string *old ;
  char const   *tmp___34 ;
  size_t tmp___35 ;
  size_t tmp___36 ;
  int tmp___37 ;
  data_unset *tmp___38 ;
  data_string *old___0 ;
  data_unset *tmp___39 ;
  char const   *tmp___40 ;
  data_unset *tmp___41 ;
  size_t tmp___42 ;
  size_t tmp___43 ;
  size_t tmp___44 ;
  size_t tmp___45 ;
  size_t tmp___46 ;
  size_t tmp___47 ;
  size_t tmp___48 ;
  data_unset *tmp___49 ;
  int tmp___50 ;
  char const   *tmp___51 ;

  {
   869: /* CIL Label */ 
#line 277
  keep_alive_set = (enum __anonenum_keep_alive_set_209 )0;
   870: /* CIL Label */ 
#line 279
  if (req->protocol == -1) {
#line 280
    con->http_status = 505;
#line 281
    return (0);
  } else {

  }
   871: /* CIL Label */ 
#line 284
  if (req->method == -1) {
#line 285
    con->http_status = 405;
#line 286
    return (0);
  } else {

  }
   872: /* CIL Label */ 
#line 289
  tmp = buffer_is_empty(req->uri_raw);
   873: /* CIL Label */ 
#line 289
  if (tmp) {
#line 290
    con->http_status = 400;
#line 291
    return (0);
  } else {

  }
   874: /* CIL Label */ 
#line 297
  buffer_copy_string_buffer(con->request.orig_uri,
                            (buffer const   *)req->uri_raw);
   875: /* CIL Label */ 
#line 298
  if ((int )*((req->uri_raw)->ptr + 0) == 47) {
#line 299
    buffer_copy_string_buffer(con->request.uri, (buffer const   *)req->uri_raw);
  } else {
#line 300
    if ((int )*((req->uri_raw)->ptr + 0) == 42) {
#line 301
      if (req->method != 3) {
#line 302
        con->http_status = 400;
#line 303
        return (0);
      } else {

      }
#line 305
      buffer_copy_string_buffer(con->request.uri, (buffer const   *)req->uri_raw);
    } else {
#line 310
      if (0) {
#line 310
        if (0) {
#line 310
          __s1_len = strlen((char const   *)(req->uri_raw)->ptr);
#line 310
          __s2_len = strlen("http://");
#line 310
          if (! ((unsigned int )((void const   *)((req->uri_raw)->ptr + 1)) - (unsigned int )((void const   *)(req->uri_raw)->ptr) == 1U)) {
            goto _L___0;
          } else {
#line 310
            if (__s1_len >= 4U) {
              _L___0: /* CIL Label */ 
#line 310
              if (! ((unsigned int )((void const   *)("http://" + 1)) - (unsigned int )((void const   *)"http://") == 1U)) {
#line 310
                tmp___8 = 1;
              } else {
#line 310
                if (__s2_len >= 4U) {
#line 310
                  tmp___8 = 1;
                } else {
#line 310
                  tmp___8 = 0;
                }
              }
            } else {
#line 310
              tmp___8 = 0;
            }
          }
#line 310
          if (tmp___8) {
#line 310
            tmp___3 = __builtin_strcmp((char const   *)(req->uri_raw)->ptr,
                                       "http://");
#line 310
            tmp___7 = tmp___3;
          } else {
#line 310
            tmp___6 = __builtin_strcmp((char const   *)(req->uri_raw)->ptr,
                                       "http://");
#line 310
            tmp___7 = tmp___6;
          }
        } else {
#line 310
          tmp___6 = __builtin_strcmp((char const   *)(req->uri_raw)->ptr,
                                     "http://");
#line 310
          tmp___7 = tmp___6;
        }
#line 310
        tmp___10 = tmp___7;
      } else {
#line 310
        tmp___9 = strncmp((char const   *)(req->uri_raw)->ptr, "http://", 7U);
#line 310
        tmp___10 = tmp___9;
      }
#line 310
      if (0 != tmp___10) {
#line 311
        con->http_status = 400;
#line 312
        return (0);
      } else {

      }
#line 315
      tmp___14 = __builtin_strchr((req->uri_raw)->ptr + 7, '/');
#line 315
      sl = tmp___14;
#line 315
      if ((unsigned int )((void *)0) == (unsigned int )sl) {
#line 316
        con->http_status = 400;
#line 317
        return (0);
      } else {

      }
#line 320
      buffer_copy_string(con->request.uri, (char const   *)sl);
#line 321
      buffer_copy_string_len(con->request.http_host,
                             (char const   *)((req->uri_raw)->ptr + 7),
                             (unsigned int )((sl - (req->uri_raw)->ptr) - 7));
#line 323
      tmp___17 = request_check_hostname(con->request.http_host);
#line 323
      if (tmp___17) {
#line 324
        if (srv->srvconf.log_request_header_on_error) {
#line 325
          if (con->request.http_host) {
#line 325
            if ((con->request.http_host)->ptr) {
#line 325
              tmp___15 = (char const   *)(con->request.http_host)->ptr;
            } else {
#line 325
              tmp___15 = "(null)";
            }
          } else {
#line 325
            tmp___15 = "(null)";
          }
#line 325
          tmp___16 = remove_path("request.c");
#line 325
          log_trace("(trace) (%s:%d) Host header is invalid (Status: 400), was %s",
                    tmp___16, 325, tmp___15);
        } else {

        }
#line 327
        con->http_status = 400;
#line 328
        con->keep_alive = 0;
#line 330
        buffer_reset(con->request.http_host);
#line 332
        return (0);
      } else {

      }
    }
  }
   876: /* CIL Label */ 
#line 336
  con->request.http_method = (enum __anonenum_http_method_t_127 )req->method;
   877: /* CIL Label */ 
#line 337
  con->request.http_version = (enum __anonenum_http_version_t_128 )req->protocol;
   878: /* CIL Label */ 
#line 339
  i = 0U;
   879: /* CIL Label */ 
#line 339
  while (i < (req->headers)->used) {
#line 340
    ds = (data_string *)*((req->headers)->data + i);
#line 345
    if ((ds->key)->used) {
#line 345
      tmp___48 = (ds->key)->used - 1U;
    } else {
#line 345
      tmp___48 = 0U;
    }
#line 345
    cmp = buffer_caseless_compare((char const   *)(ds->key)->ptr, tmp___48,
                                  "Connection", sizeof("Connection") - 1U);
#line 345
    if (0 == cmp) {
#line 350
      vals = srv->split_vals;
#line 352
      array_reset(vals);
#line 353
      http_request_split_value(vals, ds->value);
#line 355
      vi = 0U;
#line 355
      while (vi < vals->used) {
#line 356
        dsv = (data_string *)*(vals->data + vi);
#line 358
        if ((dsv->value)->used) {
#line 358
          tmp___20 = (dsv->value)->used - 1U;
        } else {
#line 358
          tmp___20 = 0U;
        }
#line 358
        tmp___21 = buffer_caseless_compare((char const   *)(dsv->value)->ptr,
                                           tmp___20, "keep-alive",
                                           sizeof("keep-alive") - 1U);
#line 358
        if (0 == tmp___21) {
#line 359
          keep_alive_set = (enum __anonenum_keep_alive_set_209 )2;
#line 361
          break;
        } else {
#line 362
          if ((dsv->value)->used) {
#line 362
            tmp___18 = (dsv->value)->used - 1U;
          } else {
#line 362
            tmp___18 = 0U;
          }
#line 362
          tmp___19 = buffer_caseless_compare((char const   *)(dsv->value)->ptr,
                                             tmp___18, "close",
                                             sizeof("close") - 1U);
#line 362
          if (0 == tmp___19) {
#line 363
            keep_alive_set = (enum __anonenum_keep_alive_set_209 )1;
#line 365
            break;
          } else {

          }
        }
#line 355
        vi ++;
      }
    } else {
#line 368
      if (cmp > 0) {
#line 368
        if ((ds->key)->used) {
#line 368
          tmp___47 = (ds->key)->used - 1U;
        } else {
#line 368
          tmp___47 = 0U;
        }
#line 368
        cmp = buffer_caseless_compare((char const   *)(ds->key)->ptr, tmp___47,
                                      "Content-Length",
                                      sizeof("Content-Length") - 1U);
#line 368
        if (0 == cmp) {
#line 373
          if (con->request.content_length != -1LL) {
            goto __Cont;
          } else {

          }
#line 375
          r = strtoll((char const   */* __restrict  */)(ds->value)->ptr,
                      (char **/* __restrict  */)(& err), 10);
#line 377
          if ((int )*err != 0) {
#line 378
            tmp___22 = remove_path("request.c");
#line 378
            log_trace("(trace) (%s:%d) content-length is not a number: %s (Status: 400)",
                      tmp___22, 378, err);
#line 380
            con->http_status = 400;
#line 382
            return (0);
          } else {

          }
#line 388
          if (r == (-0x7FFFFFFFFFFFFFFF-1)) {
            goto _L___1;
          } else {
#line 388
            if (r == 9223372036854775807LL) {
              _L___1: /* CIL Label */ 
#line 390
              tmp___23 = __errno_location();
#line 390
              if (*tmp___23 == 34) {
#line 391
                con->http_status = 413;
#line 393
                return (0);
              } else {

              }
            } else {

            }
          }
#line 401
          if (r < 0LL) {
#line 402
            con->http_status = 400;
#line 404
            return (0);
          } else {

          }
#line 408
          if (r > 2147483647LL) {
#line 409
            con->http_status = 413;
#line 411
            if (ds->value) {
#line 411
              if ((ds->value)->ptr) {
#line 411
                tmp___24 = (char const   *)(ds->value)->ptr;
              } else {
#line 411
                tmp___24 = "(null)";
              }
            } else {
#line 411
              tmp___24 = "(null)";
            }
#line 411
            tmp___25 = remove_path("request.c");
#line 411
            log_trace("(error) (%s:%d) request-size too long: %s (Status: 413)",
                      tmp___25, 411, tmp___24);
#line 413
            return (0);
          } else {

          }
#line 416
          con->request.content_length = r;
        } else {
          goto _L___6;
        }
      } else {
        _L___6: /* CIL Label */ 
#line 417
        if (cmp > 0) {
#line 417
          if ((ds->key)->used) {
#line 417
            tmp___46 = (ds->key)->used - 1U;
          } else {
#line 417
            tmp___46 = 0U;
          }
#line 417
          cmp = buffer_caseless_compare((char const   *)(ds->key)->ptr,
                                        tmp___46, "Expect",
                                        sizeof("Expect") - 1U);
#line 417
          if (0 == cmp) {
#line 427
            if ((ds->value)->used) {
#line 427
              tmp___26 = (ds->value)->used - 1U;
            } else {
#line 427
              tmp___26 = 0U;
            }
#line 427
            tmp___27 = buffer_caseless_compare((char const   *)(ds->value)->ptr,
                                               tmp___26, "100-continue",
                                               sizeof("100-continue") - 1U);
#line 427
            if (0 != tmp___27) {
#line 429
              con->http_status = 417;
#line 430
              return (0);
            } else {

            }
#line 433
            if ((int )con->request.http_version != 1) {
#line 435
              con->http_status = 417;
#line 436
              return (0);
            } else {

            }
          } else {
            goto _L___5;
          }
        } else {
          _L___5: /* CIL Label */ 
#line 438
          if (cmp > 0) {
#line 438
            if ((ds->key)->used) {
#line 438
              tmp___45 = (ds->key)->used - 1U;
            } else {
#line 438
              tmp___45 = 0U;
            }
#line 438
            cmp = buffer_caseless_compare((char const   *)(ds->key)->ptr,
                                          tmp___45, "Host", sizeof("Host") - 1U);
#line 438
            if (0 == cmp) {
#line 439
              tmp___30 = request_check_hostname(ds->value);
#line 439
              if (tmp___30) {
#line 440
                if (ds->value) {
#line 440
                  if ((ds->value)->ptr) {
#line 440
                    tmp___28 = (char const   *)(ds->value)->ptr;
                  } else {
#line 440
                    tmp___28 = "(null)";
                  }
                } else {
#line 440
                  tmp___28 = "(null)";
                }
#line 440
                tmp___29 = remove_path("request.c");
#line 440
                log_trace("(trace) (%s:%d) Host header is invalid (Status: 400), was %s",
                          tmp___29, 440, tmp___28);
#line 441
                con->http_status = 400;
#line 442
                con->keep_alive = 0;
#line 444
                return (0);
              } else {

              }
#line 447
              tmp___32 = buffer_is_empty(con->request.http_host);
#line 447
              if (tmp___32) {

              } else {
#line 447
                tmp___33 = buffer_is_equal(con->request.http_host, ds->value);
#line 447
                if (tmp___33) {

                } else {
#line 448
                  tmp___31 = remove_path("request.c");
#line 448
                  log_trace("(trace) (%s:%d) %s", tmp___31, 448,
                            "Host header is duplicate (Status: 400)");
#line 449
                  con->http_status = 400;
#line 451
                  return (0);
                }
              }
#line 454
              buffer_copy_string_buffer(con->request.http_host,
                                        (buffer const   *)ds->value);
            } else {
              goto _L___4;
            }
          } else {
            _L___4: /* CIL Label */ 
#line 455
            if (cmp > 0) {
#line 455
              if ((ds->key)->used) {
#line 455
                tmp___44 = (ds->key)->used - 1U;
              } else {
#line 455
                tmp___44 = 0U;
              }
#line 455
              cmp = buffer_caseless_compare((char const   *)(ds->key)->ptr,
                                            tmp___44, "If-Modified-Since",
                                            sizeof("If-Modified-Since") - 1U);
#line 455
              if (0 == cmp) {
#line 458
                tmp___38 = array_get_element(con->request.headers,
                                             "If-Modified-Since",
                                             sizeof("If-Modified-Since") - 1U);
#line 458
                old = (data_string *)tmp___38;
#line 458
                if ((unsigned int )((void *)0) != (unsigned int )old) {
#line 459
                  if ((ds->value)->used) {
#line 459
                    tmp___35 = (ds->value)->used - 1U;
                  } else {
#line 459
                    tmp___35 = 0U;
                  }
#line 459
                  if ((old->value)->used) {
#line 459
                    tmp___36 = (old->value)->used - 1U;
                  } else {
#line 459
                    tmp___36 = 0U;
                  }
#line 459
                  tmp___37 = buffer_caseless_compare((char const   *)(old->value)->ptr,
                                                     tmp___36,
                                                     (char const   *)(ds->value)->ptr,
                                                     tmp___35);
#line 459
                  if (0 != tmp___37) {
#line 461
                    con->http_status = 400;
#line 463
                    tmp___34 = remove_path("request.c");
#line 463
                    log_trace("(trace) (%s:%d) %s", tmp___34, 463,
                              "If-Modified-Since is duplicate (Status: 400)");
#line 465
                    return (0);
                  } else {

                  }
                } else {

                }
              } else {
                goto _L___3;
              }
            } else {
              _L___3: /* CIL Label */ 
#line 468
              if (cmp > 0) {
#line 468
                if ((ds->key)->used) {
#line 468
                  tmp___43 = (ds->key)->used - 1U;
                } else {
#line 468
                  tmp___43 = 0U;
                }
#line 468
                cmp = buffer_caseless_compare((char const   *)(ds->key)->ptr,
                                              tmp___43, "If-None-Match",
                                              sizeof("If-None-Match") - 1U);
#line 468
                if (0 == cmp) {
#line 471
                  tmp___39 = array_get_element(con->request.headers,
                                               "If-None-Match",
                                               sizeof("If-None-Match") - 1U);
#line 471
                  old___0 = (data_string *)tmp___39;
#line 471
                  if ((unsigned int )((void *)0) != (unsigned int )old___0) {
                    goto __Cont;
                  } else {

                  }
                } else {
                  goto _L___2;
                }
              } else {
                _L___2: /* CIL Label */ 
#line 474
                if (cmp > 0) {
#line 474
                  if ((ds->key)->used) {
#line 474
                    tmp___42 = (ds->key)->used - 1U;
                  } else {
#line 474
                    tmp___42 = 0U;
                  }
#line 474
                  cmp = buffer_caseless_compare((char const   *)(ds->key)->ptr,
                                                tmp___42, "Range",
                                                sizeof("Range") - 1U);
#line 474
                  if (0 == cmp) {
#line 475
                    tmp___41 = array_get_element(con->request.headers, "Range",
                                                 sizeof("Range") - 1U);
#line 475
                    if ((unsigned int )((void *)0) != (unsigned int )tmp___41) {
#line 478
                      tmp___40 = remove_path("request.c");
#line 478
                      log_trace("(trace) (%s:%d) %s", tmp___40, 478,
                                "Range: header is duplicate (Status: 400)");
#line 480
                      con->http_status = 400;
#line 481
                      con->keep_alive = 0;
#line 483
                      return (0);
                    } else {

                    }
                  } else {

                  }
                } else {

                }
              }
            }
          }
        }
      }
    }
#line 487
    tmp___49 = array_get_unused_element(con->request.headers,
                                        (enum __anonenum_data_type_t_112 )1);
#line 487
    hdr = (data_string *)tmp___49;
#line 487
    if ((unsigned int )((void *)0) == (unsigned int )hdr) {
#line 488
      hdr = data_string_init();
    } else {

    }
#line 491
    buffer_copy_string_buffer(hdr->key, (buffer const   *)ds->key);
#line 492
    buffer_copy_string_buffer(hdr->value, (buffer const   *)ds->value);
#line 494
    array_insert_unique(con->request.headers, (data_unset *)hdr);
    __Cont: /* CIL Label */ 
#line 339
    i ++;
  }
   880: /* CIL Label */ 
#line 498
  con->header_len = i;
   881: /* CIL Label */ 
#line 502
  if ((int )con->request.http_version == 1) {
#line 503
    if ((unsigned int )keep_alive_set != 1U) {
#line 507
      con->keep_alive = 1;
    } else {
#line 509
      con->keep_alive = 0;
    }
#line 513
    tmp___50 = buffer_is_empty(con->request.http_host);
#line 513
    if (tmp___50) {
#line 514
      con->http_status = 400;
#line 515
      con->response.keep_alive = 0;
#line 516
      con->keep_alive = 0;
#line 518
      if (srv->srvconf.log_request_header_on_error) {
#line 519
        log_error_write((void *)srv, "request.c", 519U, "s",
                        "HTTP/1.1 but Host missing -> 400");
#line 520
        log_error_write((void *)srv, "request.c", 520U, "Sb",
                        "request-header:\n", con->request.request);
      } else {

      }
#line 524
      return (0);
    } else {

    }
  } else {
#line 527
    if ((unsigned int )keep_alive_set == 2U) {
#line 531
      con->keep_alive = 1;
    } else {
#line 533
      con->keep_alive = 0;
    }
  }
   0: /* CIL Label */ 
#line 537
  switch ((int )con->request.http_method) {
  case 0: 
  case 2: 
#line 541
  if (con->request.content_length != -1LL) {
#line 543
    if (srv->srvconf.log_request_header_on_error) {
#line 544
      tmp___51 = remove_path("request.c");
#line 544
      log_trace("(error) (%s:%d) GET/HEAD with content-length: %d", tmp___51,
                544, 400);
    } else {

    }
#line 547
    con->keep_alive = 0;
#line 548
    con->http_status = 400;
#line 549
    return (0);
  } else {

  }
#line 551
  break;
  case 1: 
#line 554
  if (con->request.content_length == -1LL) {
#line 556
    if (srv->srvconf.log_request_header_on_error) {
#line 557
      log_error_write((void *)srv, "request.c", 557U, "s",
                      "POST-request, but content-length missing -> 411");
    } else {

    }
#line 561
    con->keep_alive = 0;
#line 562
    con->http_status = 411;
#line 563
    return (0);
  } else {

  }
#line 566
  break;
  default: ;
#line 569
  break;
  }
   882: /* CIL Label */ 
#line 574
  if (con->request.content_length != -1LL) {
#line 576
    if (srv->srvconf.max_request_size != 0U) {
#line 576
      if ((unsigned int )(con->request.content_length >> 10) > srv->srvconf.max_request_size) {
#line 582
        con->http_status = 413;
#line 583
        con->keep_alive = 0;
#line 585
        log_error_write((void *)srv, "request.c", 585U, "sos",
                        "request-size too long:", con->request.content_length,
                        "-> 413");
#line 587
        return (0);
      } else {

      }
    } else {

    }
  } else {

  }
   883: /* CIL Label */ 
#line 591
  return (0);
}
}

cilRep: liveness failure for http_request_parse: Errormsg.Error
cilRep: computed liveness
cilrep: from_source: post: stmt_count: 883
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)
	n1: false (0)
cachingRepresentation: sanity checking passed (time_taken = 14.5301)
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 = 883
cilRep: stmts in weighted_path = 280
cilRep: total weight = 52.3
cilRep: stmts in weighted_path with weight >= 1.0 = 27
cilRep: src/request.c (code bank/base file; atoms [1,883])
cilRep: 1 file(s) total in representation
search: ww_adaptive_1 begins (time = 1370965062.518050)
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: 356
cilRep: fix-space quotient by string: 373 -> 256
progeq: computing alias analysis information
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: __builtin_strchr
progeq: WARNING: cannot resolve call: __builtin_expect
progeq: WARNING: cannot resolve call: __uflow
progeq: WARNING: cannot resolve call: __overflow
progeq: WARNING: cannot resolve call: __ctype_tolower_loc
progeq: WARNING: cannot resolve call: __ctype_toupper_loc
progeq: WARNING: cannot resolve call: __strtoll_internal
progeq: WARNING: cannot resolve call: __strtoull_internal
progeq: WARNING: cannot resolve call: __wcstoll_internal
progeq: WARNING: cannot resolve call: __wcstoull_internal
progeq: WARNING: cannot resolve call: __builtin_clzl
progeq: WARNING: cannot resolve call: g_atomic_pointer_get
progeq: WARNING: cannot resolve call: g_once_init_enter_impl
progeq: WARNING: cannot resolve call: g_string_insert_c
progeq: WARNING: cannot resolve call: __builtin_va_start
progeq: WARNING: cannot resolve call: __builtin_va_end
progeq: WARNING: cannot resolve call: buffer_is_empty
progeq: WARNING: cannot resolve call: light_isxdigit
progeq: WARNING: cannot resolve call: light_isdigit
progeq: WARNING: cannot resolve call: memmove
progeq: WARNING: cannot resolve call: light_isalnum
progeq: WARNING: cannot resolve call: array_get_unused_element
progeq: WARNING: cannot resolve call: data_string_init
progeq: WARNING: cannot resolve call: buffer_copy_string_len
progeq: WARNING: cannot resolve call: array_insert_unique
progeq: WARNING: cannot resolve call: buffer_copy_string_buffer
progeq: WARNING: cannot resolve call: __builtin_strcmp
progeq: WARNING: cannot resolve call: buffer_copy_string
progeq: WARNING: cannot resolve call: remove_path
progeq: WARNING: cannot resolve call: log_trace
progeq: WARNING: cannot resolve call: buffer_reset
progeq: WARNING: cannot resolve call: buffer_caseless_compare
progeq: WARNING: cannot resolve call: array_reset
progeq: WARNING: cannot resolve call: __errno_location
progeq: WARNING: cannot resolve call: buffer_is_equal
progeq: WARNING: cannot resolve call: array_get_element
progeq: WARNING: cannot resolve call: log_error_write
search: fix space reduced (time_taken = 27.4727)
excluded 0 deletes (from list of 0 total edits)
search: ww_adaptive: 280 deletes
excluded 0 appends (from list of 0 total edits)
search: ww_adaptive: 25752 appends
search: ww_adaptive: 26032 possible edits
search: ready to start (time_taken = 574.673)
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 = 0.594705)
search: ww_adaptive: found best (time_taken = 0.00135183)
	variant     1/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 1)
		n1 false (test_time = 2.53861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0036509)
	variant     2/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 50)
		n1 false (test_time = 1.96511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00281215)
	variant     3/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 49)
		n1 false (test_time = 1.95225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204515)
	variant     4/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 48)
		n1 false (test_time = 1.9552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180602)
	variant     5/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 47)
		n1 false (test_time = 2.00776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201201)
	variant     6/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 46)
		n1 false (test_time = 1.94557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00265598)
	variant     7/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 45)
		n1 false (test_time = 1.96633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002563)
	variant     8/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 44)
		n1 false (test_time = 1.99902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197005)
	variant     9/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 43)
		n1 false (test_time = 1.93089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159883)
	variant    10/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 42)
		n1 false (test_time = 1.92927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000837088)
	variant    11/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 41)
		n1 false (test_time = 1.92987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00295591)
	variant    12/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 40)
		n1 false (test_time = 1.92725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00254512)
	variant    13/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 39)
		n1 false (test_time = 1.92613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191998)
	variant    14/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 38)
		n1 false (test_time = 1.89902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002707)
	variant    15/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 37)
		n1 false (test_time = 1.94597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00273514)
	variant    16/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 36)
		n1 false (test_time = 1.95215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000926018)
	variant    17/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 35)
		n1 false (test_time = 1.95869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000765085)
	variant    18/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 34)
		n1 false (test_time = 1.93495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000607014)
	variant    19/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 33)
		n1 false (test_time = 1.92823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000706911)
	variant    20/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 32)
		n1 false (test_time = 1.96601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000608921)
	variant    21/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 31)
		n1 false (test_time = 1.94594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000874996)
	variant    22/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 30)
		n1 false (test_time = 1.9288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00050211)
	variant    23/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 29)
		n1 false (test_time = 2.04696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000506878)
	variant    24/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 28)
		n1 false (test_time = 1.92208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000555992)
	variant    25/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 27)
		n1 false (test_time = 1.94757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000558853)
	variant    26/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 26)
		n1 false (test_time = 1.97267)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229406)
	variant    27/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 25)
		n1 false (test_time = 1.90492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209904)
	variant    28/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 24)
		n1 false (test_time = 181.694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171995)
	variant    29/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 23)
		n1 false (test_time = 2.07749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000426054)
	variant    30/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 22)
		n1 false (test_time = 1.91514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000393867)
	variant    31/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 21)
		n1 false (test_time = 1.92254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000394106)
	variant    32/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 20)
		n1 false (test_time = 1.93303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219989)
	variant    33/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 19)
		n1 false (test_time = 1.99718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000375032)
	variant    34/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 18)
		n1 false (test_time = 1.90593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334978)
	variant    35/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 17)
		n1 false (test_time = 1.92146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00194597)
	variant    36/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 16)
		n1 false (test_time = 1.96619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030899)
	variant    37/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 15)
		n1 false (test_time = 1.96979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000277996)
	variant    38/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 14)
		n1 false (test_time = 1.92815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000452042)
	variant    39/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 13)
		n1 false (test_time = 1.99948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000546932)
	variant    40/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 12)
		n1 false (test_time = 1.971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00318503)
	variant    41/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 11)
		n1 false (test_time = 2.0042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019598)
	variant    42/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 10)
		n1 false (test_time = 1.95576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195289)
	variant    43/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 9)
		n1 false (test_time = 2.04983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174046)
	variant    44/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 8)
		n1 false (test_time = 2.00002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135899)
	variant    45/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 7)
		n1 false (test_time = 1.91319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000135183)
	variant    46/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 6)
		n1 false (test_time = 2.02999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.20296e-05)
	variant    47/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 5)
		n1 false (test_time = 1.92512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.79629e-05)
	variant    48/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 4)
		n1 false (test_time = 1.93996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant    49/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 3)
		n1 false (test_time = 1.96229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant    50/26032 = ?(1,a(867,833)) ?(2,a(867,836)) ?(3,a(867,837)) ?(4,a(867,838)) ?(5,a(867,839)) ?(6,a(867,841)) ?(7,a(867,845)) ?(8,a(867,852)) ?(9,a(867,853)) ?(10,a(867,854)) ?(11,a(867,865)) ?(12,a(867,867)) ?(13,a(867,869)) ?(14,a(867,870)) ?(15,a(867,871)) ?(16,a(867,872)) ?(17,a(867,873)) ?(18,a(867,874)) ?(19,a(867,876)) ?(20,a(867,877)) ?(21,a(867,880)) ?(22,a(867,881)) ?(23,a(867,882)) ?(24,d(620)) ?(25,d(621)) ?(26,d(678)) ?(27,d(679)) ?(28,d(680)) ?(29,d(681)) ?(30,d(702)) ?(31,d(709)) ?(32,d(715)) ?(33,d(719)) ?(34,d(722)) ?(35,d(723)) ?(36,d(724)) ?(37,d(725)) ?(38,d(726)) ?(39,d(797)) ?(40,d(798)) ?(41,d(799)) ?(42,d(844)) ?(43,d(845)) ?(44,d(846)) ?(45,d(847)) ?(46,d(848)) ?(47,d(856)) ?(48,d(864)) ?(49,d(865)) ?(50,d(867))  (21 tests, cond 2)
		n1 false (test_time = 1.90868)
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 = 0.681253)
search: ww_adaptive: found best (time_taken = 0.00314808)
	variant    51/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 1)
		n1 false (test_time = 2.86266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001966)
	variant    52/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 50)
		n1 false (test_time = 2.0284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246501)
	variant    53/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 49)
		n1 false (test_time = 2.08625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00318098)
	variant    54/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 48)
		n1 false (test_time = 2.0941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002774)
	variant    55/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 47)
		n1 false (test_time = 2.03106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00285482)
	variant    56/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 46)
		n1 false (test_time = 2.04059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018239)
	variant    57/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 45)
		n1 false (test_time = 2.07438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168395)
	variant    58/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 44)
		n1 false (test_time = 2.02294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00428295)
	variant    59/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 43)
		n1 false (test_time = 2.03039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00348186)
	variant    60/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 42)
		n1 false (test_time = 2.02755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00346303)
	variant    61/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 41)
		n1 false (test_time = 2.0193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00257111)
	variant    62/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 40)
		n1 false (test_time = 2.04015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0007689)
	variant    63/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 39)
		n1 false (test_time = 2.01739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208497)
	variant    64/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 38)
		n1 false (test_time = 1.97599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00232005)
	variant    65/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 37)
		n1 false (test_time = 2.02991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00265598)
	variant    66/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 36)
		n1 false (test_time = 2.01437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237489)
	variant    67/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 35)
		n1 false (test_time = 2.16144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173903)
	variant    68/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 34)
		n1 false (test_time = 2.01098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0008111)
	variant    69/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 33)
		n1 false (test_time = 2.00927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000628948)
	variant    70/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 32)
		n1 false (test_time = 2.16443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000595808)
	variant    71/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 31)
		n1 false (test_time = 2.00669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000625134)
	variant    72/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 30)
		n1 false (test_time = 2.03434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000666142)
	variant    73/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 29)
		n1 false (test_time = 181.643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000759125)
	variant    74/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 28)
		n1 false (test_time = 2.03275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000622988)
	variant    75/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 27)
		n1 false (test_time = 2.01136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000522137)
	variant    76/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 26)
		n1 false (test_time = 2.12955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000626087)
	variant    77/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 25)
		n1 false (test_time = 2.00693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000486135)
	variant    78/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 24)
		n1 false (test_time = 2.09875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121903)
	variant    79/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 23)
		n1 false (test_time = 2.0444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00352812)
	variant    80/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 22)
		n1 false (test_time = 2.0249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00366998)
	variant    81/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 21)
		n1 false (test_time = 2.05678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00039196)
	variant    82/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 20)
		n1 false (test_time = 2.03615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000380993)
	variant    83/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 19)
		n1 false (test_time = 2.04693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229883)
	variant    84/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 18)
		n1 false (test_time = 2.0559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00079608)
	variant    85/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 17)
		n1 false (test_time = 2.01787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000300169)
	variant    86/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 16)
		n1 false (test_time = 2.03734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000302076)
	variant    87/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 15)
		n1 false (test_time = 2.06596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145006)
	variant    88/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 14)
		n1 false (test_time = 2.02229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000261784)
	variant    89/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 13)
		n1 false (test_time = 2.01621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000277996)
	variant    90/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 12)
		n1 false (test_time = 2.04605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000216961)
	variant    91/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 11)
		n1 false (test_time = 2.04097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211)
	variant    92/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 10)
		n1 false (test_time = 1.9987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022769)
	variant    93/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 9)
		n1 false (test_time = 2.04817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164986)
	variant    94/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 8)
		n1 false (test_time = 1.9978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114799)
	variant    95/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 7)
		n1 false (test_time = 2.01183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000109196)
	variant    96/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 6)
		n1 false (test_time = 2.07329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.89437e-05)
	variant    97/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 5)
		n1 false (test_time = 2.08873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.60555e-05)
	variant    98/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 4)
		n1 false (test_time = 2.10609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.38826e-05)
	variant    99/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 3)
		n1 false (test_time = 2.01033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant   100/26032 = ?(1,a(867,726)) ?(2,a(867,727)) ?(3,a(867,728)) ?(4,a(867,729)) ?(5,a(867,730)) ?(6,a(867,732)) ?(7,a(867,734)) ?(8,a(867,736)) ?(9,a(867,737)) ?(10,a(867,738)) ?(11,a(867,751)) ?(12,a(867,752)) ?(13,a(867,753)) ?(14,a(867,754)) ?(15,a(867,755)) ?(16,a(867,756)) ?(17,a(867,757)) ?(18,a(867,758)) ?(19,a(867,759)) ?(20,a(867,775)) ?(21,a(867,776)) ?(22,a(867,777)) ?(23,a(867,778)) ?(24,a(867,779)) ?(25,a(867,780)) ?(26,a(867,781)) ?(27,a(867,784)) ?(28,a(867,785)) ?(29,a(867,786)) ?(30,a(867,787)) ?(31,a(867,788)) ?(32,a(867,789)) ?(33,a(867,790)) ?(34,a(867,798)) ?(35,a(867,799)) ?(36,a(867,801)) ?(37,a(867,802)) ?(38,a(867,803)) ?(39,a(867,805)) ?(40,a(867,811)) ?(41,a(867,814)) ?(42,a(867,815)) ?(43,a(867,816)) ?(44,a(867,818)) ?(45,a(867,819)) ?(46,a(867,820)) ?(47,a(867,821)) ?(48,a(867,822)) ?(49,a(867,823)) ?(50,a(867,831))  (21 tests, cond 2)
		n1 false (test_time = 2.04044)
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 = 0.703005)
search: ww_adaptive: found best (time_taken = 0.0025208)
	variant   101/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 1)
		n1 false (test_time = 2.6418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00318599)
	variant   102/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 50)
		n1 false (test_time = 1.9245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00373197)
	variant   103/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 49)
		n1 false (test_time = 1.9895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00415802)
	variant   104/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 48)
		n1 false (test_time = 1.97545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219584)
	variant   105/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 47)
		n1 false (test_time = 1.96701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00258207)
	variant   106/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 46)
		n1 false (test_time = 1.95873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164795)
	variant   107/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 45)
		n1 false (test_time = 1.9655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246596)
	variant   108/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 44)
		n1 false (test_time = 2.10302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233102)
	variant   109/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 43)
		n1 false (test_time = 2.06836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00194502)
	variant   110/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 42)
		n1 false (test_time = 2.12389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00294399)
	variant   111/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 41)
		n1 false (test_time = 2.14398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122309)
	variant   112/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 40)
		n1 false (test_time = 2.17856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0055151)
	variant   113/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 39)
		n1 false (test_time = 2.21351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00369382)
	variant   114/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 38)
		n1 false (test_time = 181.822)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00268888)
	variant   115/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 37)
		n1 false (test_time = 1.96573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00069499)
	variant   116/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 36)
		n1 false (test_time = 1.96032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000690937)
	variant   117/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 35)
		n1 false (test_time = 2.01298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148892)
	variant   118/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 34)
		n1 false (test_time = 1.96135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224495)
	variant   119/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 33)
		n1 false (test_time = 1.94605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219297)
	variant   120/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 32)
		n1 false (test_time = 1.99512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209904)
	variant   121/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 31)
		n1 false (test_time = 1.96681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000746965)
	variant   122/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 30)
		n1 false (test_time = 1.99569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000738859)
	variant   123/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 29)
		n1 false (test_time = 1.95847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00345993)
	variant   124/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 28)
		n1 false (test_time = 1.94172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00506783)
	variant   125/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 27)
		n1 false (test_time = 2.07907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00280809)
	variant   126/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 26)
		n1 false (test_time = 1.97334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132203)
	variant   127/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 25)
		n1 false (test_time = 2.0021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149107)
	variant   128/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 24)
		n1 false (test_time = 1.94824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153422)
	variant   129/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 23)
		n1 false (test_time = 1.9702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000430822)
	variant   130/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 22)
		n1 false (test_time = 1.97246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00226808)
	variant   131/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 21)
		n1 false (test_time = 1.96956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0028739)
	variant   132/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 20)
		n1 false (test_time = 1.96444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000432968)
	variant   133/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 19)
		n1 false (test_time = 1.94836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365973)
	variant   134/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 18)
		n1 false (test_time = 1.95147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000338078)
	variant   135/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 17)
		n1 false (test_time = 1.93459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00514412)
	variant   136/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 16)
		n1 false (test_time = 1.95917)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000307083)
	variant   137/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 15)
		n1 false (test_time = 1.95063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265121)
	variant   138/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 14)
		n1 false (test_time = 1.96156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230694)
	variant   139/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 13)
		n1 false (test_time = 1.96163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000210047)
	variant   140/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 12)
		n1 false (test_time = 2.09084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123215)
	variant   141/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 11)
		n1 false (test_time = 1.97102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200033)
	variant   142/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 10)
		n1 false (test_time = 2.07588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164032)
	variant   143/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 9)
		n1 false (test_time = 1.96196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant   144/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 8)
		n1 false (test_time = 1.93127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123024)
	variant   145/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 7)
		n1 false (test_time = 1.19162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant   146/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 6)
		n1 false (test_time = 1.96479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.60691e-05)
	variant   147/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 5)
		n1 false (test_time = 1.94651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.31945e-05)
	variant   148/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 4)
		n1 false (test_time = 1.9689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant   149/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 3)
		n1 false (test_time = 2.03978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant   150/26032 = ?(1,a(867,618)) ?(2,a(867,619)) ?(3,a(867,641)) ?(4,a(867,642)) ?(5,a(867,643)) ?(6,a(867,644)) ?(7,a(867,645)) ?(8,a(867,646)) ?(9,a(867,647)) ?(10,a(867,648)) ?(11,a(867,651)) ?(12,a(867,654)) ?(13,a(867,656)) ?(14,a(867,657)) ?(15,a(867,659)) ?(16,a(867,661)) ?(17,a(867,662)) ?(18,a(867,665)) ?(19,a(867,666)) ?(20,a(867,667)) ?(21,a(867,670)) ?(22,a(867,671)) ?(23,a(867,672)) ?(24,a(867,673)) ?(25,a(867,674)) ?(26,a(867,675)) ?(27,a(867,678)) ?(28,a(867,679)) ?(29,a(867,690)) ?(30,a(867,692)) ?(31,a(867,693)) ?(32,a(867,695)) ?(33,a(867,697)) ?(34,a(867,698)) ?(35,a(867,699)) ?(36,a(867,700)) ?(37,a(867,701)) ?(38,a(867,703)) ?(39,a(867,704)) ?(40,a(867,705)) ?(41,a(867,707)) ?(42,a(867,708)) ?(43,a(867,709)) ?(44,a(867,710)) ?(45,a(867,711)) ?(46,a(867,713)) ?(47,a(867,715)) ?(48,a(867,723)) ?(49,a(867,724)) ?(50,a(867,725))  (21 tests, cond 2)
		n1 false (test_time = 2.15707)
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 = 0.702891)
search: ww_adaptive: found best (time_taken = 0.00198102)
	variant   151/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 1)
		n1 false (test_time = 182.572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00401402)
	variant   152/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 50)
		n1 false (test_time = 1.99401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221896)
	variant   153/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 49)
		n1 false (test_time = 1.9736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00343704)
	variant   154/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 48)
		n1 false (test_time = 2.16977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227785)
	variant   155/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 47)
		n1 false (test_time = 2.00133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229812)
	variant   156/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 46)
		n1 false (test_time = 2.06944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00210714)
	variant   157/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 45)
		n1 false (test_time = 1.97677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192595)
	variant   158/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 44)
		n1 false (test_time = 1.98783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220704)
	variant   159/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 43)
		n1 false (test_time = 1.9942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225401)
	variant   160/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 42)
		n1 false (test_time = 1.97511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002069)
	variant   161/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 41)
		n1 false (test_time = 1.9914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00478601)
	variant   162/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 40)
		n1 false (test_time = 1.98287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00290489)
	variant   163/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 39)
		n1 false (test_time = 2.01847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242209)
	variant   164/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 38)
		n1 false (test_time = 1.99003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236416)
	variant   165/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 37)
		n1 false (test_time = 2.02215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002249)
	variant   166/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 36)
		n1 false (test_time = 2.09339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000892162)
	variant   167/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 35)
		n1 false (test_time = 2.01107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00085783)
	variant   168/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 34)
		n1 false (test_time = 2.01158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204301)
	variant   169/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 33)
		n1 false (test_time = 2.04054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221205)
	variant   170/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 32)
		n1 false (test_time = 2.04095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174499)
	variant   171/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 31)
		n1 false (test_time = 1.99809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158596)
	variant   172/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 30)
		n1 false (test_time = 2.00435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177754)
	variant   173/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 29)
		n1 false (test_time = 2.03167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201416)
	variant   174/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 28)
		n1 false (test_time = 2.02251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00471687)
	variant   175/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 27)
		n1 false (test_time = 1.99933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00281811)
	variant   176/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 26)
		n1 false (test_time = 2.00715)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00278115)
	variant   177/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 25)
		n1 false (test_time = 1.9879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204301)
	variant   178/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 24)
		n1 false (test_time = 2.015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000618935)
	variant   179/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 23)
		n1 false (test_time = 2.00393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000437975)
	variant   180/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 22)
		n1 false (test_time = 1.98953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411034)
	variant   181/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 21)
		n1 false (test_time = 1.98914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000931025)
	variant   182/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 20)
		n1 false (test_time = 2.00896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224996)
	variant   183/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 19)
		n1 false (test_time = 2.00107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427961)
	variant   184/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 18)
		n1 false (test_time = 2.07677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000338078)
	variant   185/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 17)
		n1 false (test_time = 1.98236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255704)
	variant   186/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 16)
		n1 false (test_time = 2.04223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000309944)
	variant   187/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 15)
		n1 false (test_time = 1.97526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000262022)
	variant   188/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 14)
		n1 false (test_time = 1.94261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129008)
	variant   189/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 13)
		n1 false (test_time = 2.02711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226021)
	variant   190/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 12)
		n1 false (test_time = 2.0126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0002141)
	variant   191/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 11)
		n1 false (test_time = 2.11715)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000205994)
	variant   192/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 10)
		n1 false (test_time = 1.93704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000172138)
	variant   193/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 9)
		n1 false (test_time = 2.01974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant   194/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 8)
		n1 false (test_time = 1.98432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000124931)
	variant   195/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 7)
		n1 false (test_time = 1.98865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000110865)
	variant   196/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 6)
		n1 false (test_time = 2.11216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.91685e-05)
	variant   197/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 5)
		n1 false (test_time = 1.99104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.00951e-05)
	variant   198/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 4)
		n1 false (test_time = 1.94858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.38962e-05)
	variant   199/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 3)
		n1 false (test_time = 2.04358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.5034e-05)
	variant   200/26032 = ?(1,a(865,786)) ?(2,a(865,787)) ?(3,a(865,788)) ?(4,a(865,789)) ?(5,a(865,790)) ?(6,a(865,798)) ?(7,a(865,799)) ?(8,a(865,801)) ?(9,a(865,802)) ?(10,a(865,803)) ?(11,a(865,805)) ?(12,a(865,811)) ?(13,a(865,814)) ?(14,a(865,815)) ?(15,a(865,816)) ?(16,a(865,818)) ?(17,a(865,819)) ?(18,a(865,820)) ?(19,a(865,821)) ?(20,a(865,822)) ?(21,a(865,823)) ?(22,a(865,831)) ?(23,a(865,833)) ?(24,a(865,836)) ?(25,a(865,837)) ?(26,a(865,838)) ?(27,a(865,839)) ?(28,a(865,841)) ?(29,a(865,845)) ?(30,a(865,852)) ?(31,a(865,853)) ?(32,a(865,854)) ?(33,a(865,865)) ?(34,a(865,867)) ?(35,a(865,869)) ?(36,a(865,870)) ?(37,a(865,871)) ?(38,a(865,872)) ?(39,a(865,873)) ?(40,a(865,874)) ?(41,a(865,876)) ?(42,a(865,877)) ?(43,a(865,880)) ?(44,a(865,881)) ?(45,a(865,882)) ?(46,a(867,515)) ?(47,a(867,584)) ?(48,a(867,587)) ?(49,a(867,597)) ?(50,a(867,598))  (21 tests, cond 2)
		n1 false (test_time = 1.99307)
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 = 0.686882)
search: ww_adaptive: found best (time_taken = 0.00114083)
	variant   201/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 1)
		n1 false (test_time = 2.82941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00436902)
	variant   202/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 50)
		n1 false (test_time = 2.06391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0028429)
	variant   203/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 49)
		n1 false (test_time = 2.08143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274611)
	variant   204/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 48)
		n1 false (test_time = 2.01519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202394)
	variant   205/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 47)
		n1 false (test_time = 2.02149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131702)
	variant   206/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 46)
		n1 false (test_time = 2.06313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197601)
	variant   207/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 45)
		n1 false (test_time = 2.04244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148702)
	variant   208/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 44)
		n1 false (test_time = 2.06336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00373101)
	variant   209/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 43)
		n1 false (test_time = 2.04627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00330305)
	variant   210/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 42)
		n1 false (test_time = 2.02651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00285292)
	variant   211/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 41)
		n1 false (test_time = 2.07315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00300813)
	variant   212/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 40)
		n1 false (test_time = 2.13339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00286913)
	variant   213/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 39)
		n1 false (test_time = 2.08025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00240397)
	variant   214/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 38)
		n1 false (test_time = 2.07043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00099206)
	variant   215/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 37)
		n1 false (test_time = 2.08959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000690937)
	variant   216/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 36)
		n1 false (test_time = 2.01548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00193286)
	variant   217/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 35)
		n1 false (test_time = 2.04341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124407)
	variant   218/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 34)
		n1 false (test_time = 2.12039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00356007)
	variant   219/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 33)
		n1 false (test_time = 2.00162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00283504)
	variant   220/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 32)
		n1 false (test_time = 2.07877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234509)
	variant   221/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 31)
		n1 false (test_time = 2.02882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00210786)
	variant   222/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 30)
		n1 false (test_time = 2.02213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223994)
	variant   223/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 29)
		n1 false (test_time = 2.04205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178313)
	variant   224/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 28)
		n1 false (test_time = 2.01731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179696)
	variant   225/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 27)
		n1 false (test_time = 2.00598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000801086)
	variant   226/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 26)
		n1 false (test_time = 1.99714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488997)
	variant   227/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 25)
		n1 false (test_time = 2.00581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000478983)
	variant   228/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 24)
		n1 false (test_time = 2.00759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000446081)
	variant   229/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 23)
		n1 false (test_time = 2.01774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00395012)
	variant   230/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 22)
		n1 false (test_time = 1.9948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201702)
	variant   231/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 21)
		n1 false (test_time = 1.99788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00039196)
	variant   232/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 20)
		n1 false (test_time = 2.03145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00037384)
	variant   233/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 19)
		n1 false (test_time = 2.0085)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000346899)
	variant   234/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 18)
		n1 false (test_time = 2.01252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170398)
	variant   235/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 17)
		n1 false (test_time = 2.02315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000298977)
	variant   236/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 16)
		n1 false (test_time = 2.0481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000295877)
	variant   237/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 15)
		n1 false (test_time = 2.00862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154805)
	variant   238/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 14)
		n1 false (test_time = 2.08911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000252008)
	variant   239/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 13)
		n1 false (test_time = 2.00549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198412)
	variant   240/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 12)
		n1 false (test_time = 1.99381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000207901)
	variant   241/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 11)
		n1 false (test_time = 2.12951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187159)
	variant   242/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 10)
		n1 false (test_time = 181.67)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169039)
	variant   243/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 9)
		n1 false (test_time = 2.00592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000162125)
	variant   244/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 8)
		n1 false (test_time = 2.04755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000215054)
	variant   245/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 7)
		n1 false (test_time = 2.09852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108957)
	variant   246/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 6)
		n1 false (test_time = 2.06891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.29832e-05)
	variant   247/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 5)
		n1 false (test_time = 2.14135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.60555e-05)
	variant   248/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 4)
		n1 false (test_time = 2.07626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant   249/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 3)
		n1 false (test_time = 2.04431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant   250/26032 = ?(1,a(865,690)) ?(2,a(865,692)) ?(3,a(865,693)) ?(4,a(865,695)) ?(5,a(865,697)) ?(6,a(865,698)) ?(7,a(865,699)) ?(8,a(865,700)) ?(9,a(865,701)) ?(10,a(865,703)) ?(11,a(865,704)) ?(12,a(865,705)) ?(13,a(865,707)) ?(14,a(865,708)) ?(15,a(865,709)) ?(16,a(865,710)) ?(17,a(865,711)) ?(18,a(865,713)) ?(19,a(865,715)) ?(20,a(865,723)) ?(21,a(865,724)) ?(22,a(865,725)) ?(23,a(865,726)) ?(24,a(865,727)) ?(25,a(865,728)) ?(26,a(865,729)) ?(27,a(865,730)) ?(28,a(865,732)) ?(29,a(865,734)) ?(30,a(865,736)) ?(31,a(865,737)) ?(32,a(865,738)) ?(33,a(865,751)) ?(34,a(865,752)) ?(35,a(865,753)) ?(36,a(865,754)) ?(37,a(865,755)) ?(38,a(865,756)) ?(39,a(865,757)) ?(40,a(865,758)) ?(41,a(865,759)) ?(42,a(865,775)) ?(43,a(865,776)) ?(44,a(865,777)) ?(45,a(865,778)) ?(46,a(865,779)) ?(47,a(865,780)) ?(48,a(865,781)) ?(49,a(865,784)) ?(50,a(865,785))  (21 tests, cond 2)
		n1 false (test_time = 2.05287)
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 = 0.669111)
search: ww_adaptive: found best (time_taken = 0.000971079)
	variant   251/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 1)
		n1 false (test_time = 2.76922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00584698)
	variant   252/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 50)
		n1 false (test_time = 2.01566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00247908)
	variant   253/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 49)
		n1 false (test_time = 1.9766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255299)
	variant   254/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 48)
		n1 false (test_time = 2.07239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220108)
	variant   255/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 47)
		n1 false (test_time = 1.95112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221896)
	variant   256/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 46)
		n1 false (test_time = 1.92152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0028429)
	variant   257/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 45)
		n1 false (test_time = 1.90959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206804)
	variant   258/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 44)
		n1 false (test_time = 1.94605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145698)
	variant   259/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 43)
		n1 false (test_time = 1.92925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139713)
	variant   260/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 42)
		n1 false (test_time = 1.89933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218105)
	variant   261/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 41)
		n1 false (test_time = 1.94153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00444698)
	variant   262/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 40)
		n1 false (test_time = 1.9346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238299)
	variant   263/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 39)
		n1 false (test_time = 1.96529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230384)
	variant   264/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 38)
		n1 false (test_time = 1.96465)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241899)
	variant   265/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 37)
		n1 false (test_time = 1.95616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206089)
	variant   266/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 36)
		n1 false (test_time = 1.92704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000735044)
	variant   267/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 35)
		n1 false (test_time = 1.94592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000720978)
	variant   268/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 34)
		n1 false (test_time = 1.94486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000658989)
	variant   269/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 33)
		n1 false (test_time = 1.92404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000634909)
	variant   270/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 32)
		n1 false (test_time = 2.07334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00251317)
	variant   271/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 31)
		n1 false (test_time = 1.93663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0056231)
	variant   272/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 30)
		n1 false (test_time = 1.9454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00602007)
	variant   273/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 29)
		n1 false (test_time = 2.01114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00325608)
	variant   274/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 28)
		n1 false (test_time = 1.9585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159478)
	variant   275/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 27)
		n1 false (test_time = 1.91535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217509)
	variant   276/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 26)
		n1 false (test_time = 1.90351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239611)
	variant   277/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 25)
		n1 false (test_time = 1.94229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000467062)
	variant   278/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 24)
		n1 false (test_time = 1.93967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000444174)
	variant   279/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 23)
		n1 false (test_time = 1.9746)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000477076)
	variant   280/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 22)
		n1 false (test_time = 2.03025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214291)
	variant   281/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 21)
		n1 false (test_time = 2.05305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000813961)
	variant   282/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 20)
		n1 false (test_time = 1.94418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000381947)
	variant   283/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 19)
		n1 false (test_time = 1.91278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000347137)
	variant   284/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 18)
		n1 false (test_time = 1.95791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00323987)
	variant   285/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 17)
		n1 false (test_time = 1.90942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000336885)
	variant   286/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 16)
		n1 false (test_time = 1.08531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000277042)
	variant   287/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 15)
		n1 false (test_time = 2.00755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00248384)
	variant   288/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 14)
		n1 false (test_time = 1.93953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241041)
	variant   289/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 13)
		n1 false (test_time = 1.90876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000225067)
	variant   290/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 12)
		n1 false (test_time = 1.98365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119114)
	variant   291/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 11)
		n1 false (test_time = 1.99173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000183105)
	variant   292/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 10)
		n1 false (test_time = 1.91039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000172138)
	variant   293/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 9)
		n1 false (test_time = 1.93661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000143051)
	variant   294/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 8)
		n1 false (test_time = 1.92293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000720024)
	variant   295/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 7)
		n1 false (test_time = 1.94493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000118971)
	variant   296/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 6)
		n1 false (test_time = 1.93544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.89301e-05)
	variant   297/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 5)
		n1 false (test_time = 1.9402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.70092e-05)
	variant   298/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 4)
		n1 false (test_time = 1.95139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.19753e-05)
	variant   299/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 3)
		n1 false (test_time = 1.94472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.90735e-05)
	variant   300/26032 = ?(1,a(864,845)) ?(2,a(864,852)) ?(3,a(864,853)) ?(4,a(864,854)) ?(5,a(864,865)) ?(6,a(864,867)) ?(7,a(864,869)) ?(8,a(864,870)) ?(9,a(864,871)) ?(10,a(864,872)) ?(11,a(864,873)) ?(12,a(864,874)) ?(13,a(864,876)) ?(14,a(864,877)) ?(15,a(864,880)) ?(16,a(864,881)) ?(17,a(864,882)) ?(18,a(865,515)) ?(19,a(865,584)) ?(20,a(865,587)) ?(21,a(865,597)) ?(22,a(865,598)) ?(23,a(865,618)) ?(24,a(865,619)) ?(25,a(865,641)) ?(26,a(865,642)) ?(27,a(865,643)) ?(28,a(865,644)) ?(29,a(865,645)) ?(30,a(865,646)) ?(31,a(865,647)) ?(32,a(865,648)) ?(33,a(865,651)) ?(34,a(865,654)) ?(35,a(865,656)) ?(36,a(865,657)) ?(37,a(865,659)) ?(38,a(865,661)) ?(39,a(865,662)) ?(40,a(865,665)) ?(41,a(865,666)) ?(42,a(865,667)) ?(43,a(865,670)) ?(44,a(865,671)) ?(45,a(865,672)) ?(46,a(865,673)) ?(47,a(865,674)) ?(48,a(865,675)) ?(49,a(865,678)) ?(50,a(865,679))  (21 tests, cond 2)
		n1 false (test_time = 1.98658)
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 = 0.652195)
search: ww_adaptive: found best (time_taken = 0.002352)
	variant   301/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 1)
		n1 false (test_time = 2.7939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00396681)
	variant   302/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 50)
		n1 false (test_time = 1.97915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156808)
	variant   303/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 49)
		n1 false (test_time = 1.99024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238609)
	variant   304/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 48)
		n1 false (test_time = 1.99971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108099)
	variant   305/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 47)
		n1 false (test_time = 1.99974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0021162)
	variant   306/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 46)
		n1 false (test_time = 1.97144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208998)
	variant   307/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 45)
		n1 false (test_time = 2.01272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105882)
	variant   308/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 44)
		n1 false (test_time = 1.97271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00313711)
	variant   309/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 43)
		n1 false (test_time = 1.98291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.003232)
	variant   310/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 42)
		n1 false (test_time = 2.00404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00269318)
	variant   311/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 41)
		n1 false (test_time = 1.97105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214887)
	variant   312/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 40)
		n1 false (test_time = 2.00329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222182)
	variant   313/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 39)
		n1 false (test_time = 1.96737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173807)
	variant   314/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 38)
		n1 false (test_time = 1.98174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00260592)
	variant   315/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 37)
		n1 false (test_time = 1.98041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216603)
	variant   316/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 36)
		n1 false (test_time = 2.00241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00247478)
	variant   317/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 35)
		n1 false (test_time = 2.00589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000667095)
	variant   318/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 34)
		n1 false (test_time = 1.96324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000661135)
	variant   319/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 33)
		n1 false (test_time = 1.97197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000631809)
	variant   320/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 32)
		n1 false (test_time = 2.04983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00481105)
	variant   321/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 31)
		n1 false (test_time = 2.00894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00447607)
	variant   322/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 30)
		n1 false (test_time = 2.04455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200796)
	variant   323/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 29)
		n1 false (test_time = 2.02758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224209)
	variant   324/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 28)
		n1 false (test_time = 2.05499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00226879)
	variant   325/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 27)
		n1 false (test_time = 2.03024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105286)
	variant   326/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 26)
		n1 false (test_time = 2.03305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153613)
	variant   327/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 25)
		n1 false (test_time = 2.02329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000473976)
	variant   328/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 24)
		n1 false (test_time = 2.04006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00046587)
	variant   329/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 23)
		n1 false (test_time = 181.692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000450134)
	variant   330/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 22)
		n1 false (test_time = 2.07988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135493)
	variant   331/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 21)
		n1 false (test_time = 2.00718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170588)
	variant   332/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 20)
		n1 false (test_time = 2.01466)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365019)
	variant   333/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 19)
		n1 false (test_time = 2.00868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365019)
	variant   334/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 18)
		n1 false (test_time = 2.09073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104189)
	variant   335/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 17)
		n1 false (test_time = 2.022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000316858)
	variant   336/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 16)
		n1 false (test_time = 1.95707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000396967)
	variant   337/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 15)
		n1 false (test_time = 2.03243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015769)
	variant   338/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 14)
		n1 false (test_time = 2.00697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000256062)
	variant   339/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 13)
		n1 false (test_time = 2.03688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant   340/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 12)
		n1 false (test_time = 2.02538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000960112)
	variant   341/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 11)
		n1 false (test_time = 2.03653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000308037)
	variant   342/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 10)
		n1 false (test_time = 2.04608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181198)
	variant   343/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 9)
		n1 false (test_time = 2.02547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000177145)
	variant   344/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 8)
		n1 false (test_time = 2.1233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153208)
	variant   345/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 7)
		n1 false (test_time = 2.20042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000120878)
	variant   346/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 6)
		n1 false (test_time = 2.17282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.01222e-05)
	variant   347/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 5)
		n1 false (test_time = 2.23062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.39233e-05)
	variant   348/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 4)
		n1 false (test_time = 2.12465)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.19753e-05)
	variant   349/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 3)
		n1 false (test_time = 2.13766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant   350/26032 = ?(1,a(864,734)) ?(2,a(864,736)) ?(3,a(864,737)) ?(4,a(864,738)) ?(5,a(864,751)) ?(6,a(864,752)) ?(7,a(864,753)) ?(8,a(864,754)) ?(9,a(864,755)) ?(10,a(864,756)) ?(11,a(864,757)) ?(12,a(864,758)) ?(13,a(864,759)) ?(14,a(864,775)) ?(15,a(864,776)) ?(16,a(864,777)) ?(17,a(864,778)) ?(18,a(864,779)) ?(19,a(864,780)) ?(20,a(864,781)) ?(21,a(864,784)) ?(22,a(864,785)) ?(23,a(864,786)) ?(24,a(864,787)) ?(25,a(864,788)) ?(26,a(864,789)) ?(27,a(864,790)) ?(28,a(864,798)) ?(29,a(864,799)) ?(30,a(864,801)) ?(31,a(864,802)) ?(32,a(864,803)) ?(33,a(864,805)) ?(34,a(864,811)) ?(35,a(864,814)) ?(36,a(864,815)) ?(37,a(864,816)) ?(38,a(864,818)) ?(39,a(864,819)) ?(40,a(864,820)) ?(41,a(864,821)) ?(42,a(864,822)) ?(43,a(864,823)) ?(44,a(864,831)) ?(45,a(864,833)) ?(46,a(864,836)) ?(47,a(864,837)) ?(48,a(864,838)) ?(49,a(864,839)) ?(50,a(864,841))  (21 tests, cond 2)
		n1 false (test_time = 2.12879)
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 = 0.648329)
search: ww_adaptive: found best (time_taken = 0.000868797)
	variant   351/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 1)
		n1 false (test_time = 2.90273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00280213)
	variant   352/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 50)
		n1 false (test_time = 2.09263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143099)
	variant   353/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 49)
		n1 false (test_time = 2.17434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015099)
	variant   354/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 48)
		n1 false (test_time = 2.14221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00254893)
	variant   355/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 47)
		n1 false (test_time = 2.09561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00531888)
	variant   356/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 46)
		n1 false (test_time = 1.99705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00277019)
	variant   357/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 45)
		n1 false (test_time = 2.09994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222898)
	variant   358/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 44)
		n1 false (test_time = 1.98828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237107)
	variant   359/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 43)
		n1 false (test_time = 2.0015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015161)
	variant   360/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 42)
		n1 false (test_time = 2.03242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213218)
	variant   361/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 41)
		n1 false (test_time = 2.00777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000812054)
	variant   362/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 40)
		n1 false (test_time = 2.04563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014708)
	variant   363/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 39)
		n1 false (test_time = 2.01513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00257802)
	variant   364/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 38)
		n1 false (test_time = 2.03188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144482)
	variant   365/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 37)
		n1 false (test_time = 1.99546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00414205)
	variant   366/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 36)
		n1 false (test_time = 2.01187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00535893)
	variant   367/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 35)
		n1 false (test_time = 2.0707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00358701)
	variant   368/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 34)
		n1 false (test_time = 2.02642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000650167)
	variant   369/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 33)
		n1 false (test_time = 2.02919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000657082)
	variant   370/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 32)
		n1 false (test_time = 181.641)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00254607)
	variant   371/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 31)
		n1 false (test_time = 2.01061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185299)
	variant   372/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 30)
		n1 false (test_time = 1.9846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225902)
	variant   373/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 29)
		n1 false (test_time = 2.06284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179315)
	variant   374/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 28)
		n1 false (test_time = 1.99709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182295)
	variant   375/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 27)
		n1 false (test_time = 2.09047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000904083)
	variant   376/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 26)
		n1 false (test_time = 2.00954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00193214)
	variant   377/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 25)
		n1 false (test_time = 2.02925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000519037)
	variant   378/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 24)
		n1 false (test_time = 2.02956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000463009)
	variant   379/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 23)
		n1 false (test_time = 2.04592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00345778)
	variant   380/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 22)
		n1 false (test_time = 2.00332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002249)
	variant   381/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 21)
		n1 false (test_time = 2.0001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202298)
	variant   382/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 20)
		n1 false (test_time = 2.01065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000377893)
	variant   383/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 19)
		n1 false (test_time = 1.99538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000511885)
	variant   384/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 18)
		n1 false (test_time = 1.99843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167513)
	variant   385/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 17)
		n1 false (test_time = 2.00624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000305891)
	variant   386/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 16)
		n1 false (test_time = 2.03691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000294924)
	variant   387/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 15)
		n1 false (test_time = 2.03725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000971079)
	variant   388/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 14)
		n1 false (test_time = 2.0833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000253201)
	variant   389/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 13)
		n1 false (test_time = 2.0025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000787973)
	variant   390/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 12)
		n1 false (test_time = 2.05596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00524306)
	variant   391/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 11)
		n1 false (test_time = 1.9659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000205994)
	variant   392/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 10)
		n1 false (test_time = 2.04377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00425816)
	variant   393/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 9)
		n1 false (test_time = 2.03018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150919)
	variant   394/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 8)
		n1 false (test_time = 1.99129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00186515)
	variant   395/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 7)
		n1 false (test_time = 1.96443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant   396/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 6)
		n1 false (test_time = 2.00367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.70364e-05)
	variant   397/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 5)
		n1 false (test_time = 2.03913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant   398/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 4)
		n1 false (test_time = 2.05314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant   399/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 3)
		n1 false (test_time = 1.96078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant   400/26032 = ?(1,a(864,645)) ?(2,a(864,646)) ?(3,a(864,647)) ?(4,a(864,648)) ?(5,a(864,651)) ?(6,a(864,654)) ?(7,a(864,656)) ?(8,a(864,657)) ?(9,a(864,659)) ?(10,a(864,661)) ?(11,a(864,662)) ?(12,a(864,665)) ?(13,a(864,666)) ?(14,a(864,667)) ?(15,a(864,670)) ?(16,a(864,671)) ?(17,a(864,672)) ?(18,a(864,673)) ?(19,a(864,674)) ?(20,a(864,675)) ?(21,a(864,678)) ?(22,a(864,679)) ?(23,a(864,690)) ?(24,a(864,692)) ?(25,a(864,693)) ?(26,a(864,695)) ?(27,a(864,697)) ?(28,a(864,698)) ?(29,a(864,699)) ?(30,a(864,700)) ?(31,a(864,701)) ?(32,a(864,703)) ?(33,a(864,704)) ?(34,a(864,705)) ?(35,a(864,707)) ?(36,a(864,708)) ?(37,a(864,709)) ?(38,a(864,710)) ?(39,a(864,711)) ?(40,a(864,713)) ?(41,a(864,715)) ?(42,a(864,723)) ?(43,a(864,724)) ?(44,a(864,725)) ?(45,a(864,726)) ?(46,a(864,727)) ?(47,a(864,728)) ?(48,a(864,729)) ?(49,a(864,730)) ?(50,a(864,732))  (21 tests, cond 2)
		n1 false (test_time = 2.0192)
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 = 0.617024)
search: ww_adaptive: found best (time_taken = 0.00106406)
	variant   401/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 1)
		n1 false (test_time = 2.8616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00280213)
	variant   402/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 50)
		n1 false (test_time = 2.12202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191998)
	variant   403/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 49)
		n1 false (test_time = 1.96576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00258303)
	variant   404/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 48)
		n1 false (test_time = 1.98478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154996)
	variant   405/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 47)
		n1 false (test_time = 2.02028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00447106)
	variant   406/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 46)
		n1 false (test_time = 2.00388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00591803)
	variant   407/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 45)
		n1 false (test_time = 2.02883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246906)
	variant   408/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 44)
		n1 false (test_time = 1.98361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002285)
	variant   409/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 43)
		n1 false (test_time = 2.00015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234008)
	variant   410/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 42)
		n1 false (test_time = 2.01414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218296)
	variant   411/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 41)
		n1 false (test_time = 2.00233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000789881)
	variant   412/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 40)
		n1 false (test_time = 2.02951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001194)
	variant   413/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 39)
		n1 false (test_time = 2.00995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133801)
	variant   414/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 38)
		n1 false (test_time = 1.96564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141191)
	variant   415/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 37)
		n1 false (test_time = 2.06149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131202)
	variant   416/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 36)
		n1 false (test_time = 1.97161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150704)
	variant   417/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 35)
		n1 false (test_time = 1.92303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00545096)
	variant   418/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 34)
		n1 false (test_time = 1.97843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00558686)
	variant   419/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 33)
		n1 false (test_time = 1.94034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00329685)
	variant   420/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 32)
		n1 false (test_time = 1.94595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143695)
	variant   421/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 31)
		n1 false (test_time = 1.96264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243998)
	variant   422/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 30)
		n1 false (test_time = 1.96025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0024569)
	variant   423/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 29)
		n1 false (test_time = 1.97162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156808)
	variant   424/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 28)
		n1 false (test_time = 1.95108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169897)
	variant   425/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 27)
		n1 false (test_time = 1.97749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158)
	variant   426/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 26)
		n1 false (test_time = 1.97589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00049305)
	variant   427/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 25)
		n1 false (test_time = 1.93091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000557899)
	variant   428/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 24)
		n1 false (test_time = 1.91742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000464916)
	variant   429/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 23)
		n1 false (test_time = 1.9599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182605)
	variant   430/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 22)
		n1 false (test_time = 2.05977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103378)
	variant   431/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 21)
		n1 false (test_time = 1.9516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00240898)
	variant   432/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 20)
		n1 false (test_time = 1.94612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000400782)
	variant   433/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 19)
		n1 false (test_time = 1.95949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000362158)
	variant   434/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 18)
		n1 false (test_time = 1.96509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195122)
	variant   435/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 17)
		n1 false (test_time = 2.00317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030899)
	variant   436/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 16)
		n1 false (test_time = 1.93673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000279188)
	variant   437/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 15)
		n1 false (test_time = 1.91611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000251055)
	variant   438/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 14)
		n1 false (test_time = 1.07447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000242949)
	variant   439/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 13)
		n1 false (test_time = 1.96916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000688076)
	variant   440/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 12)
		n1 false (test_time = 2.06412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015831)
	variant   441/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 11)
		n1 false (test_time = 2.01635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000217915)
	variant   442/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 10)
		n1 false (test_time = 1.94934)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148702)
	variant   443/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 9)
		n1 false (test_time = 1.99278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000152111)
	variant   444/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 8)
		n1 false (test_time = 1.93287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000127077)
	variant   445/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 7)
		n1 false (test_time = 2.13136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00013113)
	variant   446/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 6)
		n1 false (test_time = 1.99331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.39369e-05)
	variant   447/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 5)
		n1 false (test_time = 1.96521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.29561e-05)
	variant   448/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 4)
		n1 false (test_time = 1.95513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant   449/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 3)
		n1 false (test_time = 1.94888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.59876e-05)
	variant   450/26032 = ?(1,a(856,799)) ?(2,a(856,801)) ?(3,a(856,802)) ?(4,a(856,803)) ?(5,a(856,805)) ?(6,a(856,811)) ?(7,a(856,814)) ?(8,a(856,815)) ?(9,a(856,816)) ?(10,a(856,818)) ?(11,a(856,819)) ?(12,a(856,820)) ?(13,a(856,821)) ?(14,a(856,822)) ?(15,a(856,823)) ?(16,a(856,831)) ?(17,a(856,833)) ?(18,a(856,836)) ?(19,a(856,837)) ?(20,a(856,838)) ?(21,a(856,839)) ?(22,a(856,841)) ?(23,a(856,845)) ?(24,a(856,852)) ?(25,a(856,853)) ?(26,a(856,854)) ?(27,a(856,865)) ?(28,a(856,867)) ?(29,a(856,869)) ?(30,a(856,870)) ?(31,a(856,871)) ?(32,a(856,872)) ?(33,a(856,873)) ?(34,a(856,874)) ?(35,a(856,876)) ?(36,a(856,877)) ?(37,a(856,880)) ?(38,a(856,881)) ?(39,a(856,882)) ?(40,a(864,515)) ?(41,a(864,584)) ?(42,a(864,587)) ?(43,a(864,597)) ?(44,a(864,598)) ?(45,a(864,618)) ?(46,a(864,619)) ?(47,a(864,641)) ?(48,a(864,642)) ?(49,a(864,643)) ?(50,a(864,644))  (21 tests, cond 2)
		n1 false (test_time = 1.94479)
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 = 0.579646)
search: ww_adaptive: found best (time_taken = 0.00174904)
	variant   451/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 1)
		n1 false (test_time = 2.60826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00357389)
	variant   452/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 50)
		n1 false (test_time = 2.00723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131392)
	variant   453/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 49)
		n1 false (test_time = 1.98851)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219202)
	variant   454/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 48)
		n1 false (test_time = 1.97714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127888)
	variant   455/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 47)
		n1 false (test_time = 2.00903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151992)
	variant   456/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 46)
		n1 false (test_time = 1.9976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176907)
	variant   457/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 45)
		n1 false (test_time = 181.618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00089097)
	variant   458/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 44)
		n1 false (test_time = 1.9935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00292206)
	variant   459/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 43)
		n1 false (test_time = 2.0329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00262499)
	variant   460/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 42)
		n1 false (test_time = 2.08772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00291991)
	variant   461/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 41)
		n1 false (test_time = 1.99986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000782967)
	variant   462/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 40)
		n1 false (test_time = 2.09383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214291)
	variant   463/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 39)
		n1 false (test_time = 2.0438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195718)
	variant   464/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 38)
		n1 false (test_time = 1.99117)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106812)
	variant   465/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 37)
		n1 false (test_time = 2.0176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227499)
	variant   466/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 36)
		n1 false (test_time = 1.99423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211787)
	variant   467/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 35)
		n1 false (test_time = 2.00348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125098)
	variant   468/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 34)
		n1 false (test_time = 2.02874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116205)
	variant   469/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 33)
		n1 false (test_time = 2.04326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117493)
	variant   470/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 32)
		n1 false (test_time = 2.05975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00235605)
	variant   471/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 31)
		n1 false (test_time = 2.03394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0035851)
	variant   472/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 30)
		n1 false (test_time = 2.02368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00280809)
	variant   473/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 29)
		n1 false (test_time = 2.03859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00254011)
	variant   474/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 28)
		n1 false (test_time = 2.09322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239396)
	variant   475/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 27)
		n1 false (test_time = 2.0167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016551)
	variant   476/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 26)
		n1 false (test_time = 2.00537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000492096)
	variant   477/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 25)
		n1 false (test_time = 2.01647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000456095)
	variant   478/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 24)
		n1 false (test_time = 1.978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173807)
	variant   479/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 23)
		n1 false (test_time = 1.96869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174689)
	variant   480/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 22)
		n1 false (test_time = 2.01723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0024972)
	variant   481/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 21)
		n1 false (test_time = 1.97045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0021441)
	variant   482/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 20)
		n1 false (test_time = 2.05868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365019)
	variant   483/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 19)
		n1 false (test_time = 1.97179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000360012)
	variant   484/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 18)
		n1 false (test_time = 1.98111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274014)
	variant   485/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 17)
		n1 false (test_time = 1.97753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319958)
	variant   486/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 16)
		n1 false (test_time = 2.00249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209999)
	variant   487/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 15)
		n1 false (test_time = 2.02582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000340939)
	variant   488/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 14)
		n1 false (test_time = 1.98388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000271082)
	variant   489/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 13)
		n1 false (test_time = 2.01436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000251055)
	variant   490/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 12)
		n1 false (test_time = 2.01537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255394)
	variant   491/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 11)
		n1 false (test_time = 2.02899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000210047)
	variant   492/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 10)
		n1 false (test_time = 2.05548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000761032)
	variant   493/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 9)
		n1 false (test_time = 2.0147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant   494/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 8)
		n1 false (test_time = 1.99691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000154018)
	variant   495/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 7)
		n1 false (test_time = 2.00264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000103951)
	variant   496/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 6)
		n1 false (test_time = 1.99869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant   497/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 5)
		n1 false (test_time = 2.04046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000700951)
	variant   498/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 4)
		n1 false (test_time = 181.621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.31538e-05)
	variant   499/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 3)
		n1 false (test_time = 2.00111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant   500/26032 = ?(1,a(856,699)) ?(2,a(856,700)) ?(3,a(856,701)) ?(4,a(856,703)) ?(5,a(856,704)) ?(6,a(856,705)) ?(7,a(856,707)) ?(8,a(856,708)) ?(9,a(856,709)) ?(10,a(856,710)) ?(11,a(856,711)) ?(12,a(856,713)) ?(13,a(856,715)) ?(14,a(856,723)) ?(15,a(856,724)) ?(16,a(856,725)) ?(17,a(856,726)) ?(18,a(856,727)) ?(19,a(856,728)) ?(20,a(856,729)) ?(21,a(856,730)) ?(22,a(856,732)) ?(23,a(856,734)) ?(24,a(856,736)) ?(25,a(856,737)) ?(26,a(856,738)) ?(27,a(856,751)) ?(28,a(856,752)) ?(29,a(856,753)) ?(30,a(856,754)) ?(31,a(856,755)) ?(32,a(856,756)) ?(33,a(856,757)) ?(34,a(856,758)) ?(35,a(856,759)) ?(36,a(856,775)) ?(37,a(856,776)) ?(38,a(856,777)) ?(39,a(856,778)) ?(40,a(856,779)) ?(41,a(856,780)) ?(42,a(856,781)) ?(43,a(856,784)) ?(44,a(856,785)) ?(45,a(856,786)) ?(46,a(856,787)) ?(47,a(856,788)) ?(48,a(856,789)) ?(49,a(856,790)) ?(50,a(856,798))  (21 tests, cond 2)
		n1 false (test_time = 2.00919)
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 = 0.580799)
search: ww_adaptive: found best (time_taken = 0.00145984)
	variant   501/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 1)
		n1 false (test_time = 2.66053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00783801)
	variant   502/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 50)
		n1 false (test_time = 1.89106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00312114)
	variant   503/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 49)
		n1 false (test_time = 1.97708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00415587)
	variant   504/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 48)
		n1 false (test_time = 1.95426)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022738)
	variant   505/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 47)
		n1 false (test_time = 1.96142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239301)
	variant   506/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 46)
		n1 false (test_time = 1.95212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207996)
	variant   507/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 45)
		n1 false (test_time = 1.95645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154018)
	variant   508/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 44)
		n1 false (test_time = 1.99118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216198)
	variant   509/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 43)
		n1 false (test_time = 1.96745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192094)
	variant   510/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 42)
		n1 false (test_time = 1.95391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204992)
	variant   511/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 41)
		n1 false (test_time = 1.93817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000797987)
	variant   512/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 40)
		n1 false (test_time = 1.93365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236583)
	variant   513/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 39)
		n1 false (test_time = 1.92831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222206)
	variant   514/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 38)
		n1 false (test_time = 1.90822)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106406)
	variant   515/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 37)
		n1 false (test_time = 1.98833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00330997)
	variant   516/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 36)
		n1 false (test_time = 1.97477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002882)
	variant   517/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 35)
		n1 false (test_time = 1.94436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00282216)
	variant   518/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 34)
		n1 false (test_time = 1.91413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274014)
	variant   519/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 33)
		n1 false (test_time = 1.93145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234199)
	variant   520/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 32)
		n1 false (test_time = 1.969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228405)
	variant   521/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 31)
		n1 false (test_time = 2.01516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00250006)
	variant   522/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 30)
		n1 false (test_time = 1.92258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112987)
	variant   523/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 29)
		n1 false (test_time = 1.91746)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133014)
	variant   524/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 28)
		n1 false (test_time = 1.90548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000982046)
	variant   525/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 27)
		n1 false (test_time = 1.99125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000498056)
	variant   526/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 26)
		n1 false (test_time = 2.03743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000484943)
	variant   527/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 25)
		n1 false (test_time = 1.92966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000481844)
	variant   528/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 24)
		n1 false (test_time = 1.88994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012269)
	variant   529/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 23)
		n1 false (test_time = 1.9137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00306988)
	variant   530/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 22)
		n1 false (test_time = 1.90492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00293088)
	variant   531/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 21)
		n1 false (test_time = 2.03741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00210786)
	variant   532/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 20)
		n1 false (test_time = 1.9322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00041008)
	variant   533/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 19)
		n1 false (test_time = 2.06415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000341177)
	variant   534/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 18)
		n1 false (test_time = 1.93889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187206)
	variant   535/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 17)
		n1 false (test_time = 1.91512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000466824)
	variant   536/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 16)
		n1 false (test_time = 1.99302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170898)
	variant   537/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 15)
		n1 false (test_time = 1.91164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000262976)
	variant   538/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 14)
		n1 false (test_time = 1.91633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000266075)
	variant   539/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 13)
		n1 false (test_time = 1.97189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000436068)
	variant   540/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 12)
		n1 false (test_time = 1.92813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000991106)
	variant   541/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 11)
		n1 false (test_time = 1.93609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019598)
	variant   542/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 10)
		n1 false (test_time = 1.9367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100708)
	variant   543/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 9)
		n1 false (test_time = 2.01959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant   544/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 8)
		n1 false (test_time = 2.01368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000160933)
	variant   545/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 7)
		n1 false (test_time = 2.05322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000139952)
	variant   546/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 6)
		n1 false (test_time = 2.11371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.70364e-05)
	variant   547/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 5)
		n1 false (test_time = 2.03651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.2016e-05)
	variant   548/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 4)
		n1 false (test_time = 2.03443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.6982e-05)
	variant   549/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 3)
		n1 false (test_time = 2.05955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant   550/26032 = ?(1,a(848,869)) ?(2,a(848,870)) ?(3,a(848,871)) ?(4,a(848,872)) ?(5,a(848,873)) ?(6,a(848,874)) ?(7,a(848,876)) ?(8,a(848,877)) ?(9,a(848,880)) ?(10,a(848,881)) ?(11,a(848,882)) ?(12,a(856,515)) ?(13,a(856,584)) ?(14,a(856,587)) ?(15,a(856,597)) ?(16,a(856,598)) ?(17,a(856,618)) ?(18,a(856,619)) ?(19,a(856,641)) ?(20,a(856,642)) ?(21,a(856,643)) ?(22,a(856,644)) ?(23,a(856,645)) ?(24,a(856,646)) ?(25,a(856,647)) ?(26,a(856,648)) ?(27,a(856,651)) ?(28,a(856,654)) ?(29,a(856,656)) ?(30,a(856,657)) ?(31,a(856,659)) ?(32,a(856,661)) ?(33,a(856,662)) ?(34,a(856,665)) ?(35,a(856,666)) ?(36,a(856,667)) ?(37,a(856,670)) ?(38,a(856,671)) ?(39,a(856,672)) ?(40,a(856,673)) ?(41,a(856,674)) ?(42,a(856,675)) ?(43,a(856,678)) ?(44,a(856,679)) ?(45,a(856,690)) ?(46,a(856,692)) ?(47,a(856,693)) ?(48,a(856,695)) ?(49,a(856,697)) ?(50,a(856,698))  (21 tests, cond 2)
		n1 false (test_time = 2.07795)
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 = 0.641037)
search: ww_adaptive: found best (time_taken = 0.000800848)
	variant   551/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 1)
		n1 false (test_time = 2.78169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174594)
	variant   552/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 50)
		n1 false (test_time = 1.99521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00313592)
	variant   553/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 49)
		n1 false (test_time = 1.94563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00419593)
	variant   554/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 48)
		n1 false (test_time = 1.90557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00289297)
	variant   555/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 47)
		n1 false (test_time = 1.83637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236702)
	variant   556/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 46)
		n1 false (test_time = 1.8848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244713)
	variant   557/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 45)
		n1 false (test_time = 1.90416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00319409)
	variant   558/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 44)
		n1 false (test_time = 1.92128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145793)
	variant   559/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 43)
		n1 false (test_time = 1.83701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123)
	variant   560/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 42)
		n1 false (test_time = 1.88127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153303)
	variant   561/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 41)
		n1 false (test_time = 2.0405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00081706)
	variant   562/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 40)
		n1 false (test_time = 1.91153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143695)
	variant   563/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 39)
		n1 false (test_time = 1.9691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130892)
	variant   564/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 38)
		n1 false (test_time = 1.91137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129986)
	variant   565/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 37)
		n1 false (test_time = 1.91025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111413)
	variant   566/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 36)
		n1 false (test_time = 1.85497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00275803)
	variant   567/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 35)
		n1 false (test_time = 1.85734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00420499)
	variant   568/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 34)
		n1 false (test_time = 1.85874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224113)
	variant   569/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 33)
		n1 false (test_time = 1.86856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0031271)
	variant   570/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 32)
		n1 false (test_time = 1.88987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00235105)
	variant   571/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 31)
		n1 false (test_time = 1.93667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224304)
	variant   572/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 30)
		n1 false (test_time = 1.87531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236607)
	variant   573/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 29)
		n1 false (test_time = 1.90983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171113)
	variant   574/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 28)
		n1 false (test_time = 2.01662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000880003)
	variant   575/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 27)
		n1 false (test_time = 1.85486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000542879)
	variant   576/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 26)
		n1 false (test_time = 1.87361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488043)
	variant   577/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 25)
		n1 false (test_time = 1.87221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000507832)
	variant   578/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 24)
		n1 false (test_time = 1.87583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000949144)
	variant   579/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 23)
		n1 false (test_time = 1.85927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000823021)
	variant   580/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 22)
		n1 false (test_time = 1.85585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121093)
	variant   581/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 21)
		n1 false (test_time = 1.89817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219488)
	variant   582/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 20)
		n1 false (test_time = 1.9782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000418901)
	variant   583/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 19)
		n1 false (test_time = 1.87895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00250602)
	variant   584/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 18)
		n1 false (test_time = 1.86962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000348091)
	variant   585/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 17)
		n1 false (test_time = 1.89688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324011)
	variant   586/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 16)
		n1 false (test_time = 1.80761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011189)
	variant   587/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 15)
		n1 false (test_time = 1.88521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000263929)
	variant   588/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 14)
		n1 false (test_time = 1.87929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257969)
	variant   589/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 13)
		n1 false (test_time = 1.88344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221014)
	variant   590/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 12)
		n1 false (test_time = 1.90818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141621)
	variant   591/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 11)
		n1 false (test_time = 1.88478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185966)
	variant   592/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 10)
		n1 false (test_time = 1.90703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000165939)
	variant   593/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 9)
		n1 false (test_time = 1.88024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151873)
	variant   594/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 8)
		n1 false (test_time = 1.97882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000146151)
	variant   595/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 7)
		n1 false (test_time = 1.89611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000103951)
	variant   596/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 6)
		n1 false (test_time = 1.86691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000159979)
	variant   597/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 5)
		n1 false (test_time = 1.8907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.60555e-05)
	variant   598/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 4)
		n1 false (test_time = 1.9893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.51019e-05)
	variant   599/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 3)
		n1 false (test_time = 1.92127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant   600/26032 = ?(1,a(848,753)) ?(2,a(848,754)) ?(3,a(848,755)) ?(4,a(848,756)) ?(5,a(848,757)) ?(6,a(848,758)) ?(7,a(848,759)) ?(8,a(848,775)) ?(9,a(848,776)) ?(10,a(848,777)) ?(11,a(848,778)) ?(12,a(848,779)) ?(13,a(848,780)) ?(14,a(848,781)) ?(15,a(848,784)) ?(16,a(848,785)) ?(17,a(848,786)) ?(18,a(848,787)) ?(19,a(848,788)) ?(20,a(848,789)) ?(21,a(848,790)) ?(22,a(848,798)) ?(23,a(848,799)) ?(24,a(848,801)) ?(25,a(848,802)) ?(26,a(848,803)) ?(27,a(848,805)) ?(28,a(848,811)) ?(29,a(848,814)) ?(30,a(848,815)) ?(31,a(848,816)) ?(32,a(848,818)) ?(33,a(848,819)) ?(34,a(848,820)) ?(35,a(848,821)) ?(36,a(848,822)) ?(37,a(848,823)) ?(38,a(848,831)) ?(39,a(848,833)) ?(40,a(848,836)) ?(41,a(848,837)) ?(42,a(848,838)) ?(43,a(848,839)) ?(44,a(848,841)) ?(45,a(848,845)) ?(46,a(848,852)) ?(47,a(848,853)) ?(48,a(848,854)) ?(49,a(848,865)) ?(50,a(848,867))  (21 tests, cond 2)
		n1 false (test_time = 1.88145)
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 = 0.549952)
search: ww_adaptive: found best (time_taken = 0.000801802)
	variant   601/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 1)
		n1 false (test_time = 2.56438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00538898)
	variant   602/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 50)
		n1 false (test_time = 1.86972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238395)
	variant   603/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 49)
		n1 false (test_time = 1.87671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255108)
	variant   604/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 48)
		n1 false (test_time = 1.89417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208378)
	variant   605/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 47)
		n1 false (test_time = 1.92618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120807)
	variant   606/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 46)
		n1 false (test_time = 1.87147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132394)
	variant   607/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 45)
		n1 false (test_time = 1.89678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137091)
	variant   608/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 44)
		n1 false (test_time = 1.8651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173497)
	variant   609/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 43)
		n1 false (test_time = 1.86146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001297)
	variant   610/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 42)
		n1 false (test_time = 1.86434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233793)
	variant   611/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 41)
		n1 false (test_time = 1.90856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000809908)
	variant   612/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 40)
		n1 false (test_time = 1.85881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124407)
	variant   613/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 39)
		n1 false (test_time = 1.96019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108409)
	variant   614/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 38)
		n1 false (test_time = 1.85031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00337601)
	variant   615/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 37)
		n1 false (test_time = 1.87902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00558305)
	variant   616/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 36)
		n1 false (test_time = 1.85684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00252581)
	variant   617/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 35)
		n1 false (test_time = 1.8472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229692)
	variant   618/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 34)
		n1 false (test_time = 1.82339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00247312)
	variant   619/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 33)
		n1 false (test_time = 1.84737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153017)
	variant   620/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 32)
		n1 false (test_time = 1.84564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122714)
	variant   621/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 31)
		n1 false (test_time = 1.94749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157905)
	variant   622/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 30)
		n1 false (test_time = 1.85706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168204)
	variant   623/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 29)
		n1 false (test_time = 1.8918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167203)
	variant   624/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 28)
		n1 false (test_time = 1.92018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246286)
	variant   625/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 27)
		n1 false (test_time = 1.89512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000519037)
	variant   626/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 26)
		n1 false (test_time = 1.90382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000503063)
	variant   627/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 25)
		n1 false (test_time = 1.84047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201702)
	variant   628/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 24)
		n1 false (test_time = 1.86966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000985146)
	variant   629/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 23)
		n1 false (test_time = 1.9355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000430822)
	variant   630/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 22)
		n1 false (test_time = 1.89098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00465703)
	variant   631/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 21)
		n1 false (test_time = 1.86482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000403166)
	variant   632/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 20)
		n1 false (test_time = 1.85745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000874996)
	variant   633/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 19)
		n1 false (test_time = 1.85584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020988)
	variant   634/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 18)
		n1 false (test_time = 1.83518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344992)
	variant   635/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 17)
		n1 false (test_time = 1.85824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000315905)
	variant   636/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 16)
		n1 false (test_time = 1.84565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020349)
	variant   637/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 15)
		n1 false (test_time = 1.93254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000276089)
	variant   638/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 14)
		n1 false (test_time = 1.83363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000879049)
	variant   639/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 13)
		n1 false (test_time = 1.83356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221968)
	variant   640/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 12)
		n1 false (test_time = 1.8727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151587)
	variant   641/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 11)
		n1 false (test_time = 1.85988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018692)
	variant   642/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 10)
		n1 false (test_time = 1.85093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000166893)
	variant   643/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 9)
		n1 false (test_time = 1.86691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00017786)
	variant   644/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 8)
		n1 false (test_time = 1.85843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000145912)
	variant   645/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 7)
		n1 false (test_time = 1.85062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000203848)
	variant   646/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 6)
		n1 false (test_time = 1.92248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.89301e-05)
	variant   647/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 5)
		n1 false (test_time = 1.89412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.29561e-05)
	variant   648/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 4)
		n1 false (test_time = 1.95915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.91278e-05)
	variant   649/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 3)
		n1 false (test_time = 1.87723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant   650/26032 = ?(1,a(848,656)) ?(2,a(848,657)) ?(3,a(848,659)) ?(4,a(848,661)) ?(5,a(848,662)) ?(6,a(848,665)) ?(7,a(848,666)) ?(8,a(848,667)) ?(9,a(848,670)) ?(10,a(848,671)) ?(11,a(848,672)) ?(12,a(848,673)) ?(13,a(848,674)) ?(14,a(848,675)) ?(15,a(848,678)) ?(16,a(848,679)) ?(17,a(848,690)) ?(18,a(848,692)) ?(19,a(848,693)) ?(20,a(848,695)) ?(21,a(848,697)) ?(22,a(848,698)) ?(23,a(848,699)) ?(24,a(848,700)) ?(25,a(848,701)) ?(26,a(848,703)) ?(27,a(848,704)) ?(28,a(848,705)) ?(29,a(848,707)) ?(30,a(848,708)) ?(31,a(848,709)) ?(32,a(848,710)) ?(33,a(848,711)) ?(34,a(848,713)) ?(35,a(848,715)) ?(36,a(848,723)) ?(37,a(848,724)) ?(38,a(848,725)) ?(39,a(848,726)) ?(40,a(848,727)) ?(41,a(848,728)) ?(42,a(848,729)) ?(43,a(848,730)) ?(44,a(848,732)) ?(45,a(848,734)) ?(46,a(848,736)) ?(47,a(848,737)) ?(48,a(848,738)) ?(49,a(848,751)) ?(50,a(848,752))  (21 tests, cond 2)
		n1 false (test_time = 1.86372)
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 = 0.519107)
search: ww_adaptive: found best (time_taken = 0.000862837)
	variant   651/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 1)
		n1 false (test_time = 2.70961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00425982)
	variant   652/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 50)
		n1 false (test_time = 1.92929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00231385)
	variant   653/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 49)
		n1 false (test_time = 1.96336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00249386)
	variant   654/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 48)
		n1 false (test_time = 1.93551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00258589)
	variant   655/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 47)
		n1 false (test_time = 2.03126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118709)
	variant   656/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 46)
		n1 false (test_time = 1.98332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165486)
	variant   657/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 45)
		n1 false (test_time = 1.96402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148606)
	variant   658/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 44)
		n1 false (test_time = 1.97803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209689)
	variant   659/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 43)
		n1 false (test_time = 1.92904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103807)
	variant   660/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 42)
		n1 false (test_time = 2.04645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183296)
	variant   661/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 41)
		n1 false (test_time = 1.95409)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000975132)
	variant   662/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 40)
		n1 false (test_time = 1.92179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000957966)
	variant   663/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 39)
		n1 false (test_time = 1.98989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000949144)
	variant   664/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 38)
		n1 false (test_time = 1.92956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00286889)
	variant   665/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 37)
		n1 false (test_time = 1.92874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00384617)
	variant   666/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 36)
		n1 false (test_time = 2.00885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0023191)
	variant   667/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 35)
		n1 false (test_time = 1.90043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00279307)
	variant   668/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 34)
		n1 false (test_time = 2.02375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234103)
	variant   669/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 33)
		n1 false (test_time = 1.95848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171399)
	variant   670/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 32)
		n1 false (test_time = 1.92332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159907)
	variant   671/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 31)
		n1 false (test_time = 1.92193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123501)
	variant   672/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 30)
		n1 false (test_time = 1.96442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195003)
	variant   673/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 29)
		n1 false (test_time = 1.99522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160599)
	variant   674/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 28)
		n1 false (test_time = 1.9523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143218)
	variant   675/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 27)
		n1 false (test_time = 1.92397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000633001)
	variant   676/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 26)
		n1 false (test_time = 1.95097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000480175)
	variant   677/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 25)
		n1 false (test_time = 1.90458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169706)
	variant   678/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 24)
		n1 false (test_time = 2.08008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122499)
	variant   679/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 23)
		n1 false (test_time = 1.9786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000418901)
	variant   680/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 22)
		n1 false (test_time = 2.03629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00356102)
	variant   681/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 21)
		n1 false (test_time = 1.93071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000400066)
	variant   682/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 20)
		n1 false (test_time = 1.95784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000352859)
	variant   683/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 19)
		n1 false (test_time = 1.98863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212288)
	variant   684/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 18)
		n1 false (test_time = 1.95706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000333071)
	variant   685/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 17)
		n1 false (test_time = 2.16923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324011)
	variant   686/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 16)
		n1 false (test_time = 1.9352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198197)
	variant   687/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 15)
		n1 false (test_time = 1.90572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000266075)
	variant   688/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 14)
		n1 false (test_time = 2.02737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000758886)
	variant   689/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 13)
		n1 false (test_time = 1.9444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000246048)
	variant   690/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 12)
		n1 false (test_time = 1.91121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000847101)
	variant   691/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 11)
		n1 false (test_time = 1.94413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000367165)
	variant   692/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 10)
		n1 false (test_time = 1.93211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000181198)
	variant   693/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 9)
		n1 false (test_time = 2.01951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000145197)
	variant   694/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 8)
		n1 false (test_time = 1.95929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133991)
	variant   695/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 7)
		n1 false (test_time = 2.0339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000721931)
	variant   696/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 6)
		n1 false (test_time = 1.98473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.51154e-05)
	variant   697/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 5)
		n1 false (test_time = 1.93278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.51019e-05)
	variant   698/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 4)
		n1 false (test_time = 1.99349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.29289e-05)
	variant   699/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 3)
		n1 false (test_time = 1.91103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.05991e-06)
	variant   700/26032 = ?(1,a(847,814)) ?(2,a(847,815)) ?(3,a(847,816)) ?(4,a(847,818)) ?(5,a(847,819)) ?(6,a(847,820)) ?(7,a(847,821)) ?(8,a(847,822)) ?(9,a(847,823)) ?(10,a(847,831)) ?(11,a(847,833)) ?(12,a(847,836)) ?(13,a(847,837)) ?(14,a(847,838)) ?(15,a(847,839)) ?(16,a(847,841)) ?(17,a(847,845)) ?(18,a(847,852)) ?(19,a(847,853)) ?(20,a(847,854)) ?(21,a(847,865)) ?(22,a(847,867)) ?(23,a(847,869)) ?(24,a(847,870)) ?(25,a(847,871)) ?(26,a(847,872)) ?(27,a(847,873)) ?(28,a(847,874)) ?(29,a(847,876)) ?(30,a(847,877)) ?(31,a(847,880)) ?(32,a(847,881)) ?(33,a(847,882)) ?(34,a(848,515)) ?(35,a(848,584)) ?(36,a(848,587)) ?(37,a(848,597)) ?(38,a(848,598)) ?(39,a(848,618)) ?(40,a(848,619)) ?(41,a(848,641)) ?(42,a(848,642)) ?(43,a(848,643)) ?(44,a(848,644)) ?(45,a(848,645)) ?(46,a(848,646)) ?(47,a(848,647)) ?(48,a(848,648)) ?(49,a(848,651)) ?(50,a(848,654))  (21 tests, cond 2)
		n1 false (test_time = 1.89865)
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 = 0.553082)
search: ww_adaptive: found best (time_taken = 0.000808954)
	variant   701/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 1)
		n1 false (test_time = 2.72933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211906)
	variant   702/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 50)
		n1 false (test_time = 2.01951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00210905)
	variant   703/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 49)
		n1 false (test_time = 2.06997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00256205)
	variant   704/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 48)
		n1 false (test_time = 2.02515)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199986)
	variant   705/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 47)
		n1 false (test_time = 2.04276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107217)
	variant   706/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 46)
		n1 false (test_time = 2.03068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147796)
	variant   707/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 45)
		n1 false (test_time = 2.08511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223207)
	variant   708/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 44)
		n1 false (test_time = 2.07192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00259805)
	variant   709/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 43)
		n1 false (test_time = 2.07177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000972986)
	variant   710/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 42)
		n1 false (test_time = 2.05309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149488)
	variant   711/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 41)
		n1 false (test_time = 2.09853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000793934)
	variant   712/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 40)
		n1 false (test_time = 2.0932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000771046)
	variant   713/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 39)
		n1 false (test_time = 2.097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218296)
	variant   714/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 38)
		n1 false (test_time = 2.02351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208902)
	variant   715/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 37)
		n1 false (test_time = 2.02102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180793)
	variant   716/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 36)
		n1 false (test_time = 2.05877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114894)
	variant   717/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 35)
		n1 false (test_time = 2.13523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016439)
	variant   718/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 34)
		n1 false (test_time = 2.03729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129294)
	variant   719/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 33)
		n1 false (test_time = 2.04236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125003)
	variant   720/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 32)
		n1 false (test_time = 2.03953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200391)
	variant   721/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 31)
		n1 false (test_time = 2.05334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148582)
	variant   722/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 30)
		n1 false (test_time = 2.06404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177097)
	variant   723/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 29)
		n1 false (test_time = 2.0395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183702)
	variant   724/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 28)
		n1 false (test_time = 2.04797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00051403)
	variant   725/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 27)
		n1 false (test_time = 2.00817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000514984)
	variant   726/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 26)
		n1 false (test_time = 2.01178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000486135)
	variant   727/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 25)
		n1 false (test_time = 2.08378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181413)
	variant   728/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 24)
		n1 false (test_time = 2.0558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00384402)
	variant   729/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 23)
		n1 false (test_time = 2.06849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000430107)
	variant   730/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 22)
		n1 false (test_time = 2.03733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212598)
	variant   731/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 21)
		n1 false (test_time = 2.04211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000396967)
	variant   732/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 20)
		n1 false (test_time = 2.09188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000375986)
	variant   733/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 19)
		n1 false (test_time = 2.04677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202894)
	variant   734/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 18)
		n1 false (test_time = 2.01849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000336885)
	variant   735/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 17)
		n1 false (test_time = 2.09133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000306129)
	variant   736/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 16)
		n1 false (test_time = 2.05018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030899)
	variant   737/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 15)
		n1 false (test_time = 2.08275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000289917)
	variant   738/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 14)
		n1 false (test_time = 2.06445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137305)
	variant   739/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 13)
		n1 false (test_time = 2.14738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000222921)
	variant   740/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 12)
		n1 false (test_time = 2.08361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117421)
	variant   741/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 11)
		n1 false (test_time = 2.07091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019598)
	variant   742/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 10)
		n1 false (test_time = 2.21017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169992)
	variant   743/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 9)
		n1 false (test_time = 2.1304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144005)
	variant   744/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 8)
		n1 false (test_time = 2.06191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000146151)
	variant   745/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 7)
		n1 false (test_time = 2.04891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00304794)
	variant   746/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 6)
		n1 false (test_time = 2.1099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant   747/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 5)
		n1 false (test_time = 2.06369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.58035e-05)
	variant   748/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 4)
		n1 false (test_time = 2.04917)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.19753e-05)
	variant   749/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 3)
		n1 false (test_time = 2.05257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant   750/26032 = ?(1,a(847,707)) ?(2,a(847,708)) ?(3,a(847,709)) ?(4,a(847,710)) ?(5,a(847,711)) ?(6,a(847,713)) ?(7,a(847,715)) ?(8,a(847,723)) ?(9,a(847,724)) ?(10,a(847,725)) ?(11,a(847,726)) ?(12,a(847,727)) ?(13,a(847,728)) ?(14,a(847,729)) ?(15,a(847,730)) ?(16,a(847,732)) ?(17,a(847,734)) ?(18,a(847,736)) ?(19,a(847,737)) ?(20,a(847,738)) ?(21,a(847,751)) ?(22,a(847,752)) ?(23,a(847,753)) ?(24,a(847,754)) ?(25,a(847,755)) ?(26,a(847,756)) ?(27,a(847,757)) ?(28,a(847,758)) ?(29,a(847,759)) ?(30,a(847,775)) ?(31,a(847,776)) ?(32,a(847,777)) ?(33,a(847,778)) ?(34,a(847,779)) ?(35,a(847,780)) ?(36,a(847,781)) ?(37,a(847,784)) ?(38,a(847,785)) ?(39,a(847,786)) ?(40,a(847,787)) ?(41,a(847,788)) ?(42,a(847,789)) ?(43,a(847,790)) ?(44,a(847,798)) ?(45,a(847,799)) ?(46,a(847,801)) ?(47,a(847,802)) ?(48,a(847,803)) ?(49,a(847,805)) ?(50,a(847,811))  (21 tests, cond 2)
		n1 false (test_time = 2.06155)
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 = 0.58981)
search: ww_adaptive: found best (time_taken = 0.00110316)
	variant   751/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 1)
		n1 false (test_time = 2.68664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00501108)
	variant   752/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 50)
		n1 false (test_time = 2.00378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238609)
	variant   753/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 49)
		n1 false (test_time = 1.99936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157809)
	variant   754/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 48)
		n1 false (test_time = 181.612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163293)
	variant   755/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 47)
		n1 false (test_time = 2.13173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139499)
	variant   756/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 46)
		n1 false (test_time = 2.1205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237012)
	variant   757/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 45)
		n1 false (test_time = 2.20405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229597)
	variant   758/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 44)
		n1 false (test_time = 2.14031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236392)
	variant   759/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 43)
		n1 false (test_time = 2.12093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000892878)
	variant   760/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 42)
		n1 false (test_time = 2.17606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212789)
	variant   761/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 41)
		n1 false (test_time = 2.24722)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185299)
	variant   762/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 40)
		n1 false (test_time = 2.19141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000782013)
	variant   763/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 39)
		n1 false (test_time = 1.98359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000936031)
	variant   764/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 38)
		n1 false (test_time = 2.03491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161099)
	variant   765/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 37)
		n1 false (test_time = 2.02258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00413704)
	variant   766/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 36)
		n1 false (test_time = 2.13603)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00680995)
	variant   767/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 35)
		n1 false (test_time = 1.98979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013032)
	variant   768/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 34)
		n1 false (test_time = 2.01445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211906)
	variant   769/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 33)
		n1 false (test_time = 2.05982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000688076)
	variant   770/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 32)
		n1 false (test_time = 2.08304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119901)
	variant   771/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 31)
		n1 false (test_time = 2.00772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123596)
	variant   772/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 30)
		n1 false (test_time = 2.04699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148511)
	variant   773/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 29)
		n1 false (test_time = 2.00057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127101)
	variant   774/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 28)
		n1 false (test_time = 2.05561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000519037)
	variant   775/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 27)
		n1 false (test_time = 2.08903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000514984)
	variant   776/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 26)
		n1 false (test_time = 2.09053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216413)
	variant   777/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 25)
		n1 false (test_time = 2.04463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214601)
	variant   778/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 24)
		n1 false (test_time = 2.01397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000479937)
	variant   779/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 23)
		n1 false (test_time = 2.03171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000422001)
	variant   780/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 22)
		n1 false (test_time = 2.04067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130701)
	variant   781/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 21)
		n1 false (test_time = 2.10682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386)
	variant   782/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 20)
		n1 false (test_time = 2.00911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000363111)
	variant   783/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 19)
		n1 false (test_time = 2.0011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00390816)
	variant   784/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 18)
		n1 false (test_time = 2.03177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000323057)
	variant   785/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 17)
		n1 false (test_time = 2.04483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000306845)
	variant   786/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 16)
		n1 false (test_time = 2.11173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000389099)
	variant   787/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 15)
		n1 false (test_time = 2.02833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028801)
	variant   788/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 14)
		n1 false (test_time = 2.01191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000487089)
	variant   789/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 13)
		n1 false (test_time = 1.99442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000251055)
	variant   790/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 12)
		n1 false (test_time = 2.10334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000757933)
	variant   791/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 11)
		n1 false (test_time = 2.0887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018692)
	variant   792/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 10)
		n1 false (test_time = 2.01525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174046)
	variant   793/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 9)
		n1 false (test_time = 2.05244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00016284)
	variant   794/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 8)
		n1 false (test_time = 1.98419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000129938)
	variant   795/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 7)
		n1 false (test_time = 1.99945)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant   796/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 6)
		n1 false (test_time = 2.0369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.29832e-05)
	variant   797/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 5)
		n1 false (test_time = 2.01371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant   798/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 4)
		n1 false (test_time = 2.0614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.19753e-05)
	variant   799/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 3)
		n1 false (test_time = 2.15651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant   800/26032 = ?(1,a(846,876)) ?(2,a(846,877)) ?(3,a(846,880)) ?(4,a(846,881)) ?(5,a(846,882)) ?(6,a(847,515)) ?(7,a(847,584)) ?(8,a(847,587)) ?(9,a(847,597)) ?(10,a(847,598)) ?(11,a(847,618)) ?(12,a(847,619)) ?(13,a(847,641)) ?(14,a(847,642)) ?(15,a(847,643)) ?(16,a(847,644)) ?(17,a(847,645)) ?(18,a(847,646)) ?(19,a(847,647)) ?(20,a(847,648)) ?(21,a(847,651)) ?(22,a(847,654)) ?(23,a(847,656)) ?(24,a(847,657)) ?(25,a(847,659)) ?(26,a(847,661)) ?(27,a(847,662)) ?(28,a(847,665)) ?(29,a(847,666)) ?(30,a(847,667)) ?(31,a(847,670)) ?(32,a(847,671)) ?(33,a(847,672)) ?(34,a(847,673)) ?(35,a(847,674)) ?(36,a(847,675)) ?(37,a(847,678)) ?(38,a(847,679)) ?(39,a(847,690)) ?(40,a(847,692)) ?(41,a(847,693)) ?(42,a(847,695)) ?(43,a(847,697)) ?(44,a(847,698)) ?(45,a(847,699)) ?(46,a(847,700)) ?(47,a(847,701)) ?(48,a(847,703)) ?(49,a(847,704)) ?(50,a(847,705))  (21 tests, cond 2)
		n1 false (test_time = 2.0598)
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 = 0.605342)
search: ww_adaptive: found best (time_taken = 0.000808954)
	variant   801/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 1)
		n1 false (test_time = 2.74104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183606)
	variant   802/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 50)
		n1 false (test_time = 2.12025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164008)
	variant   803/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 49)
		n1 false (test_time = 2.04167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00251198)
	variant   804/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 48)
		n1 false (test_time = 2.07361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00252295)
	variant   805/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 47)
		n1 false (test_time = 2.0431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017941)
	variant   806/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 46)
		n1 false (test_time = 2.06289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118589)
	variant   807/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 45)
		n1 false (test_time = 2.04696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138211)
	variant   808/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 44)
		n1 false (test_time = 2.047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00263095)
	variant   809/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 43)
		n1 false (test_time = 2.0668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0034101)
	variant   810/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 42)
		n1 false (test_time = 2.03786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00339603)
	variant   811/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 41)
		n1 false (test_time = 2.07617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00256705)
	variant   812/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 40)
		n1 false (test_time = 2.02669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000764132)
	variant   813/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 39)
		n1 false (test_time = 2.02361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000780821)
	variant   814/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 38)
		n1 false (test_time = 2.04905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012269)
	variant   815/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 37)
		n1 false (test_time = 2.13362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127506)
	variant   816/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 36)
		n1 false (test_time = 2.02173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148892)
	variant   817/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 35)
		n1 false (test_time = 2.05176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191593)
	variant   818/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 34)
		n1 false (test_time = 2.06611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000667095)
	variant   819/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 33)
		n1 false (test_time = 2.04908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000651836)
	variant   820/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 32)
		n1 false (test_time = 2.13421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187111)
	variant   821/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 31)
		n1 false (test_time = 2.04468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166607)
	variant   822/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 30)
		n1 false (test_time = 2.03784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163102)
	variant   823/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 29)
		n1 false (test_time = 2.10669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105)
	variant   824/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 28)
		n1 false (test_time = 2.05378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000548124)
	variant   825/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 27)
		n1 false (test_time = 1.98321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000509977)
	variant   826/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 26)
		n1 false (test_time = 2.06241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00256085)
	variant   827/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 25)
		n1 false (test_time = 2.19052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00403881)
	variant   828/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 24)
		n1 false (test_time = 2.07736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000461102)
	variant   829/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 23)
		n1 false (test_time = 2.0153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000518084)
	variant   830/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 22)
		n1 false (test_time = 2.04046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213385)
	variant   831/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 21)
		n1 false (test_time = 2.04609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000478983)
	variant   832/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 20)
		n1 false (test_time = 2.07526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000370026)
	variant   833/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 19)
		n1 false (test_time = 2.03149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000902891)
	variant   834/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 18)
		n1 false (test_time = 2.03453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000331163)
	variant   835/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 17)
		n1 false (test_time = 2.00894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119209)
	variant   836/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 16)
		n1 false (test_time = 2.0327)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000294924)
	variant   837/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 15)
		n1 false (test_time = 2.09419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267982)
	variant   838/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 14)
		n1 false (test_time = 2.01967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000248194)
	variant   839/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 13)
		n1 false (test_time = 2.01808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00022316)
	variant   840/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 12)
		n1 false (test_time = 2.02837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120497)
	variant   841/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 11)
		n1 false (test_time = 2.03039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018692)
	variant   842/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 10)
		n1 false (test_time = 2.03656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000166893)
	variant   843/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 9)
		n1 false (test_time = 2.03528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000162125)
	variant   844/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 8)
		n1 false (test_time = 2.07685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant   845/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 7)
		n1 false (test_time = 2.11226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000112057)
	variant   846/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 6)
		n1 false (test_time = 2.05268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.98838e-05)
	variant   847/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 5)
		n1 false (test_time = 2.11192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant   848/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 4)
		n1 false (test_time = 2.07142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant   849/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 3)
		n1 false (test_time = 2.0692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant   850/26032 = ?(1,a(846,759)) ?(2,a(846,775)) ?(3,a(846,776)) ?(4,a(846,777)) ?(5,a(846,778)) ?(6,a(846,779)) ?(7,a(846,780)) ?(8,a(846,781)) ?(9,a(846,784)) ?(10,a(846,785)) ?(11,a(846,786)) ?(12,a(846,787)) ?(13,a(846,788)) ?(14,a(846,789)) ?(15,a(846,790)) ?(16,a(846,798)) ?(17,a(846,799)) ?(18,a(846,801)) ?(19,a(846,802)) ?(20,a(846,803)) ?(21,a(846,805)) ?(22,a(846,811)) ?(23,a(846,814)) ?(24,a(846,815)) ?(25,a(846,816)) ?(26,a(846,818)) ?(27,a(846,819)) ?(28,a(846,820)) ?(29,a(846,821)) ?(30,a(846,822)) ?(31,a(846,823)) ?(32,a(846,831)) ?(33,a(846,833)) ?(34,a(846,836)) ?(35,a(846,837)) ?(36,a(846,838)) ?(37,a(846,839)) ?(38,a(846,841)) ?(39,a(846,845)) ?(40,a(846,852)) ?(41,a(846,853)) ?(42,a(846,854)) ?(43,a(846,865)) ?(44,a(846,867)) ?(45,a(846,869)) ?(46,a(846,870)) ?(47,a(846,871)) ?(48,a(846,872)) ?(49,a(846,873)) ?(50,a(846,874))  (21 tests, cond 2)
		n1 false (test_time = 2.07176)
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 = 0.548596)
search: ww_adaptive: found best (time_taken = 0.000856876)
	variant   851/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 1)
		n1 false (test_time = 2.71005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233412)
	variant   852/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 50)
		n1 false (test_time = 2.05809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166106)
	variant   853/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 49)
		n1 false (test_time = 2.02883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00332594)
	variant   854/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 48)
		n1 false (test_time = 2.11014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223708)
	variant   855/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 47)
		n1 false (test_time = 2.0879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217199)
	variant   856/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 46)
		n1 false (test_time = 2.00075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011909)
	variant   857/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 45)
		n1 false (test_time = 2.02462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120497)
	variant   858/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 44)
		n1 false (test_time = 2.09312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129294)
	variant   859/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 43)
		n1 false (test_time = 2.05547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140691)
	variant   860/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 42)
		n1 false (test_time = 2.01027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0026269)
	variant   861/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 41)
		n1 false (test_time = 2.05614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0037179)
	variant   862/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 40)
		n1 false (test_time = 2.06254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000808954)
	variant   863/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 39)
		n1 false (test_time = 2.0715)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000764132)
	variant   864/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 38)
		n1 false (test_time = 2.06574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000749826)
	variant   865/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 37)
		n1 false (test_time = 2.14407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000705004)
	variant   866/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 36)
		n1 false (test_time = 2.08017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000708103)
	variant   867/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 35)
		n1 false (test_time = 2.09118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000658989)
	variant   868/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 34)
		n1 false (test_time = 2.06739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000677824)
	variant   869/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 33)
		n1 false (test_time = 2.02629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000655174)
	variant   870/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 32)
		n1 false (test_time = 2.06206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221419)
	variant   871/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 31)
		n1 false (test_time = 2.05755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019269)
	variant   872/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 30)
		n1 false (test_time = 2.04366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109696)
	variant   873/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 29)
		n1 false (test_time = 2.02914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001091)
	variant   874/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 28)
		n1 false (test_time = 2.00836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983)
	variant   875/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 27)
		n1 false (test_time = 2.06444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00052309)
	variant   876/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 26)
		n1 false (test_time = 2.1225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137281)
	variant   877/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 25)
		n1 false (test_time = 2.06086)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00082612)
	variant   878/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 24)
		n1 false (test_time = 2.08188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000454903)
	variant   879/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 23)
		n1 false (test_time = 2.06389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000628948)
	variant   880/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 22)
		n1 false (test_time = 2.06773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00406098)
	variant   881/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 21)
		n1 false (test_time = 2.04253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000388145)
	variant   882/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 20)
		n1 false (test_time = 181.697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000468016)
	variant   883/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 19)
		n1 false (test_time = 2.11301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220585)
	variant   884/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 18)
		n1 false (test_time = 2.08732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000366926)
	variant   885/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 17)
		n1 false (test_time = 2.02242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110006)
	variant   886/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 16)
		n1 false (test_time = 2.00919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000276804)
	variant   887/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 15)
		n1 false (test_time = 1.99007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030303)
	variant   888/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 14)
		n1 false (test_time = 1.99216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000242949)
	variant   889/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 13)
		n1 false (test_time = 2.04648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000813961)
	variant   890/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 12)
		n1 false (test_time = 2.06716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001544)
	variant   891/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 11)
		n1 false (test_time = 2.04199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant   892/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 10)
		n1 false (test_time = 2.06469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000178814)
	variant   893/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 9)
		n1 false (test_time = 2.05069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000158072)
	variant   894/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 8)
		n1 false (test_time = 2.06538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant   895/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 7)
		n1 false (test_time = 2.06298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00010705)
	variant   896/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 6)
		n1 false (test_time = 2.01679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151157)
	variant   897/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 5)
		n1 false (test_time = 2.08221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.41482e-05)
	variant   898/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 4)
		n1 false (test_time = 2.00606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.29289e-05)
	variant   899/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 3)
		n1 false (test_time = 2.00243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant   900/26032 = ?(1,a(846,666)) ?(2,a(846,667)) ?(3,a(846,670)) ?(4,a(846,671)) ?(5,a(846,672)) ?(6,a(846,673)) ?(7,a(846,674)) ?(8,a(846,675)) ?(9,a(846,678)) ?(10,a(846,679)) ?(11,a(846,690)) ?(12,a(846,692)) ?(13,a(846,693)) ?(14,a(846,695)) ?(15,a(846,697)) ?(16,a(846,698)) ?(17,a(846,699)) ?(18,a(846,700)) ?(19,a(846,701)) ?(20,a(846,703)) ?(21,a(846,704)) ?(22,a(846,705)) ?(23,a(846,707)) ?(24,a(846,708)) ?(25,a(846,709)) ?(26,a(846,710)) ?(27,a(846,711)) ?(28,a(846,713)) ?(29,a(846,715)) ?(30,a(846,723)) ?(31,a(846,724)) ?(32,a(846,725)) ?(33,a(846,726)) ?(34,a(846,727)) ?(35,a(846,728)) ?(36,a(846,729)) ?(37,a(846,730)) ?(38,a(846,732)) ?(39,a(846,734)) ?(40,a(846,736)) ?(41,a(846,737)) ?(42,a(846,738)) ?(43,a(846,751)) ?(44,a(846,752)) ?(45,a(846,753)) ?(46,a(846,754)) ?(47,a(846,755)) ?(48,a(846,756)) ?(49,a(846,757)) ?(50,a(846,758))  (21 tests, cond 2)
		n1 false (test_time = 2.08186)
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 = 0.642537)
search: ww_adaptive: found best (time_taken = 0.000779152)
	variant   901/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 1)
		n1 false (test_time = 3.16565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274706)
	variant   902/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 50)
		n1 false (test_time = 2.19264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128913)
	variant   903/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 49)
		n1 false (test_time = 2.21398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133014)
	variant   904/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 48)
		n1 false (test_time = 2.12877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152683)
	variant   905/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 47)
		n1 false (test_time = 2.07571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124693)
	variant   906/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 46)
		n1 false (test_time = 2.09969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122786)
	variant   907/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 45)
		n1 false (test_time = 2.11704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016582)
	variant   908/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 44)
		n1 false (test_time = 2.15776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237203)
	variant   909/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 43)
		n1 false (test_time = 2.1116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177693)
	variant   910/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 42)
		n1 false (test_time = 1.99693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013721)
	variant   911/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 41)
		n1 false (test_time = 2.06817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0025332)
	variant   912/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 40)
		n1 false (test_time = 2.01465)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000790834)
	variant   913/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 39)
		n1 false (test_time = 1.96354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000870943)
	variant   914/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 38)
		n1 false (test_time = 2.00487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00074482)
	variant   915/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 37)
		n1 false (test_time = 1.98674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000764132)
	variant   916/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 36)
		n1 false (test_time = 2.00511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00069499)
	variant   917/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 35)
		n1 false (test_time = 1.96019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000680923)
	variant   918/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 34)
		n1 false (test_time = 1.98559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00067091)
	variant   919/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 33)
		n1 false (test_time = 1.99918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000645161)
	variant   920/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 32)
		n1 false (test_time = 1.95598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227618)
	variant   921/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 31)
		n1 false (test_time = 2.00396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115299)
	variant   922/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 30)
		n1 false (test_time = 1.92305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107718)
	variant   923/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 29)
		n1 false (test_time = 2.02465)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000544071)
	variant   924/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 28)
		n1 false (test_time = 2.01185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000550032)
	variant   925/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 27)
		n1 false (test_time = 1.96863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000518084)
	variant   926/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 26)
		n1 false (test_time = 1.95793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00096488)
	variant   927/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 25)
		n1 false (test_time = 1.97681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167799)
	variant   928/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 24)
		n1 false (test_time = 1.99192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000481844)
	variant   929/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 23)
		n1 false (test_time = 1.96953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203323)
	variant   930/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 22)
		n1 false (test_time = 1.97897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178123)
	variant   931/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 21)
		n1 false (test_time = 1.94395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00039506)
	variant   932/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 20)
		n1 false (test_time = 1.99354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00037694)
	variant   933/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 19)
		n1 false (test_time = 1.99468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000821829)
	variant   934/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 18)
		n1 false (test_time = 1.9847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000325918)
	variant   935/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 17)
		n1 false (test_time = 1.99212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00476599)
	variant   936/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 16)
		n1 false (test_time = 1.95379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000317812)
	variant   937/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 15)
		n1 false (test_time = 1.95276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00097084)
	variant   938/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 14)
		n1 false (test_time = 2.07941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267982)
	variant   939/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 13)
		n1 false (test_time = 2.00447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215292)
	variant   940/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 12)
		n1 false (test_time = 2.06315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149488)
	variant   941/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 11)
		n1 false (test_time = 2.03795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000189066)
	variant   942/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 10)
		n1 false (test_time = 1.98599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019598)
	variant   943/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 9)
		n1 false (test_time = 2.03745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000178099)
	variant   944/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 8)
		n1 false (test_time = 2.04756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant   945/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 7)
		n1 false (test_time = 1.96014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00010705)
	variant   946/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 6)
		n1 false (test_time = 1.98849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000114202)
	variant   947/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 5)
		n1 false (test_time = 1.93348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.10487e-05)
	variant   948/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 4)
		n1 false (test_time = 2.03912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.88894e-05)
	variant   949/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 3)
		n1 false (test_time = 1.95552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 3.09944e-05)
	variant   950/26032 = ?(1,a(845,821)) ?(2,a(845,822)) ?(3,a(845,823)) ?(4,a(845,831)) ?(5,a(845,833)) ?(6,a(845,836)) ?(7,a(845,837)) ?(8,a(845,838)) ?(9,a(845,839)) ?(10,a(845,841)) ?(11,a(845,845)) ?(12,a(845,852)) ?(13,a(845,853)) ?(14,a(845,854)) ?(15,a(845,865)) ?(16,a(845,867)) ?(17,a(845,869)) ?(18,a(845,870)) ?(19,a(845,871)) ?(20,a(845,872)) ?(21,a(845,873)) ?(22,a(845,874)) ?(23,a(845,876)) ?(24,a(845,877)) ?(25,a(845,880)) ?(26,a(845,881)) ?(27,a(845,882)) ?(28,a(846,515)) ?(29,a(846,584)) ?(30,a(846,587)) ?(31,a(846,597)) ?(32,a(846,598)) ?(33,a(846,618)) ?(34,a(846,619)) ?(35,a(846,641)) ?(36,a(846,642)) ?(37,a(846,643)) ?(38,a(846,644)) ?(39,a(846,645)) ?(40,a(846,646)) ?(41,a(846,647)) ?(42,a(846,648)) ?(43,a(846,651)) ?(44,a(846,654)) ?(45,a(846,656)) ?(46,a(846,657)) ?(47,a(846,659)) ?(48,a(846,661)) ?(49,a(846,662)) ?(50,a(846,665))  (21 tests, cond 2)
		n1 false (test_time = 1.97808)
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 = 0.500136)
search: ww_adaptive: found best (time_taken = 0.000928879)
	variant   951/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 1)
		n1 false (test_time = 2.73563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174284)
	variant   952/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 50)
		n1 false (test_time = 2.05899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00271583)
	variant   953/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 49)
		n1 false (test_time = 2.06429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00278187)
	variant   954/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 48)
		n1 false (test_time = 2.05518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173616)
	variant   955/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 47)
		n1 false (test_time = 2.06495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149512)
	variant   956/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 46)
		n1 false (test_time = 2.05649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014708)
	variant   957/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 45)
		n1 false (test_time = 2.01843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143695)
	variant   958/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 44)
		n1 false (test_time = 2.03146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150895)
	variant   959/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 43)
		n1 false (test_time = 2.07336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233984)
	variant   960/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 42)
		n1 false (test_time = 2.0728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129104)
	variant   961/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 41)
		n1 false (test_time = 2.04735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127196)
	variant   962/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 40)
		n1 false (test_time = 2.03993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274897)
	variant   963/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 39)
		n1 false (test_time = 2.07489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00551414)
	variant   964/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 38)
		n1 false (test_time = 2.04513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002671)
	variant   965/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 37)
		n1 false (test_time = 2.08918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00235105)
	variant   966/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 36)
		n1 false (test_time = 2.08248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00226593)
	variant   967/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 35)
		n1 false (test_time = 2.01047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200605)
	variant   968/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 34)
		n1 false (test_time = 2.10309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126696)
	variant   969/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 33)
		n1 false (test_time = 181.795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126195)
	variant   970/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 32)
		n1 false (test_time = 2.10055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176406)
	variant   971/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 31)
		n1 false (test_time = 2.04377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016191)
	variant   972/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 30)
		n1 false (test_time = 2.14711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00172782)
	variant   973/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 29)
		n1 false (test_time = 2.05664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153804)
	variant   974/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 28)
		n1 false (test_time = 2.08814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100803)
	variant   975/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 27)
		n1 false (test_time = 2.06033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242996)
	variant   976/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 26)
		n1 false (test_time = 2.08231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00186801)
	variant   977/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 25)
		n1 false (test_time = 2.05312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185084)
	variant   978/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 24)
		n1 false (test_time = 2.04731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183105)
	variant   979/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 23)
		n1 false (test_time = 2.12162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176382)
	variant   980/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 22)
		n1 false (test_time = 2.0495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128198)
	variant   981/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 21)
		n1 false (test_time = 2.01991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000916958)
	variant   982/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 20)
		n1 false (test_time = 2.02114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010519)
	variant   983/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 19)
		n1 false (test_time = 2.08802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00248194)
	variant   984/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 18)
		n1 false (test_time = 2.07878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00345993)
	variant   985/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 17)
		n1 false (test_time = 2.0407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215387)
	variant   986/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 16)
		n1 false (test_time = 2.05808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190997)
	variant   987/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 15)
		n1 false (test_time = 2.06075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180817)
	variant   988/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 14)
		n1 false (test_time = 2.05186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196099)
	variant   989/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 13)
		n1 false (test_time = 2.0493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195503)
	variant   990/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 12)
		n1 false (test_time = 2.07643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000767946)
	variant   991/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 11)
		n1 false (test_time = 2.03508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000254869)
	variant   992/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 10)
		n1 false (test_time = 2.02039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169992)
	variant   993/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 9)
		n1 false (test_time = 2.0321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144005)
	variant   994/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 8)
		n1 false (test_time = 2.03282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant   995/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 7)
		n1 false (test_time = 2.04907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011301)
	variant   996/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 6)
		n1 false (test_time = 2.11945)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant   997/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 5)
		n1 false (test_time = 2.0432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.29561e-05)
	variant   998/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 4)
		n1 false (test_time = 2.11003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.41346e-05)
	variant   999/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 3)
		n1 false (test_time = 2.06194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1000/26032 = ?(1,a(845,715)) ?(2,a(845,723)) ?(3,a(845,724)) ?(4,a(845,725)) ?(5,a(845,726)) ?(6,a(845,727)) ?(7,a(845,728)) ?(8,a(845,729)) ?(9,a(845,730)) ?(10,a(845,732)) ?(11,a(845,734)) ?(12,a(845,736)) ?(13,a(845,737)) ?(14,a(845,738)) ?(15,a(845,751)) ?(16,a(845,752)) ?(17,a(845,753)) ?(18,a(845,754)) ?(19,a(845,755)) ?(20,a(845,756)) ?(21,a(845,757)) ?(22,a(845,758)) ?(23,a(845,759)) ?(24,a(845,775)) ?(25,a(845,776)) ?(26,a(845,777)) ?(27,a(845,778)) ?(28,a(845,779)) ?(29,a(845,780)) ?(30,a(845,781)) ?(31,a(845,784)) ?(32,a(845,785)) ?(33,a(845,786)) ?(34,a(845,787)) ?(35,a(845,788)) ?(36,a(845,789)) ?(37,a(845,790)) ?(38,a(845,798)) ?(39,a(845,799)) ?(40,a(845,801)) ?(41,a(845,802)) ?(42,a(845,803)) ?(43,a(845,805)) ?(44,a(845,811)) ?(45,a(845,814)) ?(46,a(845,815)) ?(47,a(845,816)) ?(48,a(845,818)) ?(49,a(845,819)) ?(50,a(845,820))  (21 tests, cond 2)
		n1 false (test_time = 2.01648)
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 = 0.527244)
search: ww_adaptive: found best (time_taken = 0.000848055)
	variant  1001/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 1)
		n1 false (test_time = 2.68858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230908)
	variant  1002/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 50)
		n1 false (test_time = 1.99692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274587)
	variant  1003/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 49)
		n1 false (test_time = 2.03822)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0026269)
	variant  1004/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 48)
		n1 false (test_time = 2.00948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155401)
	variant  1005/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 47)
		n1 false (test_time = 2.09206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224495)
	variant  1006/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 46)
		n1 false (test_time = 2.01145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222516)
	variant  1007/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 45)
		n1 false (test_time = 1.99634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215101)
	variant  1008/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 44)
		n1 false (test_time = 2.01905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00259399)
	variant  1009/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 43)
		n1 false (test_time = 1.9971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216103)
	variant  1010/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 42)
		n1 false (test_time = 181.632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00248003)
	variant  1011/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 41)
		n1 false (test_time = 2.00348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136495)
	variant  1012/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 40)
		n1 false (test_time = 1.95785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122786)
	variant  1013/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 39)
		n1 false (test_time = 1.98926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140309)
	variant  1014/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 38)
		n1 false (test_time = 1.97541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130486)
	variant  1015/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 37)
		n1 false (test_time = 2.00373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178981)
	variant  1016/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 36)
		n1 false (test_time = 1.98761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122499)
	variant  1017/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 35)
		n1 false (test_time = 2.10424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168991)
	variant  1018/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 34)
		n1 false (test_time = 1.97725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002074)
	variant  1019/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 33)
		n1 false (test_time = 2.0583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00412297)
	variant  1020/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 32)
		n1 false (test_time = 2.01103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00365591)
	variant  1021/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 31)
		n1 false (test_time = 1.99037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227618)
	variant  1022/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 30)
		n1 false (test_time = 1.99637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022459)
	variant  1023/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 29)
		n1 false (test_time = 1.97987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221896)
	variant  1024/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 28)
		n1 false (test_time = 2.01123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116205)
	variant  1025/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 27)
		n1 false (test_time = 1.99866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122595)
	variant  1026/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 26)
		n1 false (test_time = 2.09277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160313)
	variant  1027/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 25)
		n1 false (test_time = 2.04518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116587)
	variant  1028/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 24)
		n1 false (test_time = 2.02733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174403)
	variant  1029/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 23)
		n1 false (test_time = 2.01695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148082)
	variant  1030/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 22)
		n1 false (test_time = 2.09304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135517)
	variant  1031/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 21)
		n1 false (test_time = 2.02728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180888)
	variant  1032/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 20)
		n1 false (test_time = 2.03173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199318)
	variant  1033/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 19)
		n1 false (test_time = 2.02183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019598)
	variant  1034/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 18)
		n1 false (test_time = 1.9635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220299)
	variant  1035/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 17)
		n1 false (test_time = 2.05069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00249815)
	variant  1036/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 16)
		n1 false (test_time = 2.02982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244999)
	variant  1037/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 15)
		n1 false (test_time = 2.04128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000818014)
	variant  1038/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 14)
		n1 false (test_time = 2.01771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000756979)
	variant  1039/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 13)
		n1 false (test_time = 2.05107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00408483)
	variant  1040/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 12)
		n1 false (test_time = 2.01952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00392413)
	variant  1041/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 11)
		n1 false (test_time = 1.99249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000239134)
	variant  1042/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 10)
		n1 false (test_time = 2.05214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164986)
	variant  1043/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 9)
		n1 false (test_time = 2.00064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000176191)
	variant  1044/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 8)
		n1 false (test_time = 2.05506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000135183)
	variant  1045/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 7)
		n1 false (test_time = 1.99458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000134945)
	variant  1046/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 6)
		n1 false (test_time = 2.04699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  1047/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 5)
		n1 false (test_time = 1.99984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.70092e-05)
	variant  1048/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 4)
		n1 false (test_time = 2.0288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.50611e-05)
	variant  1049/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 3)
		n1 false (test_time = 2.04631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1050/26032 = ?(1,a(845,584)) ?(2,a(845,587)) ?(3,a(845,597)) ?(4,a(845,598)) ?(5,a(845,618)) ?(6,a(845,619)) ?(7,a(845,641)) ?(8,a(845,642)) ?(9,a(845,643)) ?(10,a(845,644)) ?(11,a(845,645)) ?(12,a(845,646)) ?(13,a(845,647)) ?(14,a(845,648)) ?(15,a(845,651)) ?(16,a(845,654)) ?(17,a(845,656)) ?(18,a(845,657)) ?(19,a(845,659)) ?(20,a(845,661)) ?(21,a(845,662)) ?(22,a(845,665)) ?(23,a(845,666)) ?(24,a(845,667)) ?(25,a(845,670)) ?(26,a(845,671)) ?(27,a(845,672)) ?(28,a(845,673)) ?(29,a(845,674)) ?(30,a(845,675)) ?(31,a(845,678)) ?(32,a(845,679)) ?(33,a(845,690)) ?(34,a(845,692)) ?(35,a(845,693)) ?(36,a(845,695)) ?(37,a(845,697)) ?(38,a(845,698)) ?(39,a(845,699)) ?(40,a(845,700)) ?(41,a(845,701)) ?(42,a(845,703)) ?(43,a(845,704)) ?(44,a(845,705)) ?(45,a(845,707)) ?(46,a(845,708)) ?(47,a(845,709)) ?(48,a(845,710)) ?(49,a(845,711)) ?(50,a(845,713))  (21 tests, cond 2)
		n1 false (test_time = 2.04321)
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 = 0.553651)
search: ww_adaptive: found best (time_taken = 0.00102687)
	variant  1051/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 1)
		n1 false (test_time = 2.69806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0023191)
	variant  1052/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 50)
		n1 false (test_time = 2.04429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161195)
	variant  1053/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 49)
		n1 false (test_time = 2.0796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162005)
	variant  1054/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 48)
		n1 false (test_time = 2.13982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151992)
	variant  1055/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 47)
		n1 false (test_time = 2.01394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143504)
	variant  1056/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 46)
		n1 false (test_time = 2.03783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00248194)
	variant  1057/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 45)
		n1 false (test_time = 2.02949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0045681)
	variant  1058/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 44)
		n1 false (test_time = 2.02638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00319386)
	variant  1059/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 43)
		n1 false (test_time = 2.04496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00252199)
	variant  1060/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 42)
		n1 false (test_time = 2.01199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239205)
	variant  1061/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 41)
		n1 false (test_time = 2.07868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00249004)
	variant  1062/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 40)
		n1 false (test_time = 2.04503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135899)
	variant  1063/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 39)
		n1 false (test_time = 2.06704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136113)
	variant  1064/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 38)
		n1 false (test_time = 2.09689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167012)
	variant  1065/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 37)
		n1 false (test_time = 1.98365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017271)
	variant  1066/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 36)
		n1 false (test_time = 2.09655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017221)
	variant  1067/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 35)
		n1 false (test_time = 2.03225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170493)
	variant  1068/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 34)
		n1 false (test_time = 2.08532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170207)
	variant  1069/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 33)
		n1 false (test_time = 2.00508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123906)
	variant  1070/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 32)
		n1 false (test_time = 2.02146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211501)
	variant  1071/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 31)
		n1 false (test_time = 2.16914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00240397)
	variant  1072/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 30)
		n1 false (test_time = 2.04063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0023489)
	variant  1073/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 29)
		n1 false (test_time = 2.03566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124097)
	variant  1074/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 28)
		n1 false (test_time = 2.05937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113606)
	variant  1075/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 27)
		n1 false (test_time = 2.03367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141811)
	variant  1076/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 26)
		n1 false (test_time = 2.1058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112915)
	variant  1077/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 25)
		n1 false (test_time = 2.06944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000945091)
	variant  1078/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 24)
		n1 false (test_time = 2.08943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209999)
	variant  1079/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 23)
		n1 false (test_time = 2.06816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00289011)
	variant  1080/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 22)
		n1 false (test_time = 2.05602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221395)
	variant  1081/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 21)
		n1 false (test_time = 2.06853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200796)
	variant  1082/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 20)
		n1 false (test_time = 2.04656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198483)
	variant  1083/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 19)
		n1 false (test_time = 2.19841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00184298)
	variant  1084/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 18)
		n1 false (test_time = 2.08546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131893)
	variant  1085/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 17)
		n1 false (test_time = 2.07496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000901937)
	variant  1086/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 16)
		n1 false (test_time = 2.0609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000823975)
	variant  1087/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 15)
		n1 false (test_time = 2.09217)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00072217)
	variant  1088/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 14)
		n1 false (test_time = 2.1207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000750065)
	variant  1089/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 13)
		n1 false (test_time = 2.02809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000727177)
	variant  1090/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 12)
		n1 false (test_time = 2.12098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221014)
	variant  1091/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 11)
		n1 false (test_time = 2.07565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187159)
	variant  1092/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 10)
		n1 false (test_time = 2.10612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000190973)
	variant  1093/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 9)
		n1 false (test_time = 2.05572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150919)
	variant  1094/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 8)
		n1 false (test_time = 2.0419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  1095/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 7)
		n1 false (test_time = 2.08115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  1096/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 6)
		n1 false (test_time = 2.05123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000103951)
	variant  1097/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 5)
		n1 false (test_time = 181.709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  1098/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 4)
		n1 false (test_time = 2.05364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.1008e-05)
	variant  1099/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 3)
		n1 false (test_time = 2.05181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  1100/26032 = ?(1,a(844,780)) ?(2,a(844,781)) ?(3,a(844,784)) ?(4,a(844,785)) ?(5,a(844,786)) ?(6,a(844,787)) ?(7,a(844,788)) ?(8,a(844,789)) ?(9,a(844,790)) ?(10,a(844,798)) ?(11,a(844,799)) ?(12,a(844,801)) ?(13,a(844,802)) ?(14,a(844,803)) ?(15,a(844,805)) ?(16,a(844,811)) ?(17,a(844,814)) ?(18,a(844,815)) ?(19,a(844,816)) ?(20,a(844,818)) ?(21,a(844,819)) ?(22,a(844,820)) ?(23,a(844,821)) ?(24,a(844,822)) ?(25,a(844,823)) ?(26,a(844,831)) ?(27,a(844,833)) ?(28,a(844,836)) ?(29,a(844,837)) ?(30,a(844,838)) ?(31,a(844,839)) ?(32,a(844,841)) ?(33,a(844,845)) ?(34,a(844,852)) ?(35,a(844,853)) ?(36,a(844,854)) ?(37,a(844,865)) ?(38,a(844,867)) ?(39,a(844,869)) ?(40,a(844,870)) ?(41,a(844,871)) ?(42,a(844,872)) ?(43,a(844,873)) ?(44,a(844,874)) ?(45,a(844,876)) ?(46,a(844,877)) ?(47,a(844,880)) ?(48,a(844,881)) ?(49,a(844,882)) ?(50,a(845,515))  (21 tests, cond 2)
		n1 false (test_time = 2.07276)
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 = 0.559315)
search: ww_adaptive: found best (time_taken = 0.000880957)
	variant  1101/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 1)
		n1 false (test_time = 2.7538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00468183)
	variant  1102/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 50)
		n1 false (test_time = 2.05612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00272393)
	variant  1103/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 49)
		n1 false (test_time = 2.06245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255299)
	variant  1104/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 48)
		n1 false (test_time = 2.10128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00303507)
	variant  1105/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 47)
		n1 false (test_time = 2.08259)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149608)
	variant  1106/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 46)
		n1 false (test_time = 2.08854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148702)
	variant  1107/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 45)
		n1 false (test_time = 2.0494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225306)
	variant  1108/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 44)
		n1 false (test_time = 2.05704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215197)
	variant  1109/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 43)
		n1 false (test_time = 2.14336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208187)
	variant  1110/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 42)
		n1 false (test_time = 2.05256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00285721)
	variant  1111/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 41)
		n1 false (test_time = 2.17595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223398)
	variant  1112/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 40)
		n1 false (test_time = 2.09781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187302)
	variant  1113/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 39)
		n1 false (test_time = 2.0492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134397)
	variant  1114/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 38)
		n1 false (test_time = 2.0753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129294)
	variant  1115/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 37)
		n1 false (test_time = 2.05831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001297)
	variant  1116/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 36)
		n1 false (test_time = 2.11242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170016)
	variant  1117/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 35)
		n1 false (test_time = 2.08947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136304)
	variant  1118/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 34)
		n1 false (test_time = 2.11385)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147891)
	variant  1119/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 33)
		n1 false (test_time = 2.12649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137305)
	variant  1120/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 32)
		n1 false (test_time = 2.12108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00406885)
	variant  1121/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 31)
		n1 false (test_time = 2.06001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00327396)
	variant  1122/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 30)
		n1 false (test_time = 2.08203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274205)
	variant  1123/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 29)
		n1 false (test_time = 2.08868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00266004)
	variant  1124/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 28)
		n1 false (test_time = 2.10285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212908)
	variant  1125/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 27)
		n1 false (test_time = 2.04568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216293)
	variant  1126/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 26)
		n1 false (test_time = 2.0763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106788)
	variant  1127/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 25)
		n1 false (test_time = 2.09149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106502)
	variant  1128/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 24)
		n1 false (test_time = 2.10977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136995)
	variant  1129/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 23)
		n1 false (test_time = 2.05846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160408)
	variant  1130/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 22)
		n1 false (test_time = 2.04952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001472)
	variant  1131/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 21)
		n1 false (test_time = 2.06878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013051)
	variant  1132/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 20)
		n1 false (test_time = 2.06738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124383)
	variant  1133/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 19)
		n1 false (test_time = 2.10279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000881195)
	variant  1134/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 18)
		n1 false (test_time = 2.16707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156403)
	variant  1135/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 17)
		n1 false (test_time = 2.39244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00275087)
	variant  1136/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 16)
		n1 false (test_time = 2.30118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001827)
	variant  1137/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 15)
		n1 false (test_time = 2.33066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195193)
	variant  1138/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 14)
		n1 false (test_time = 181.829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00175595)
	variant  1139/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 13)
		n1 false (test_time = 2.15252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000717878)
	variant  1140/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 12)
		n1 false (test_time = 2.07904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000236988)
	variant  1141/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 11)
		n1 false (test_time = 2.06834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00020504)
	variant  1142/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 10)
		n1 false (test_time = 2.06899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000176907)
	variant  1143/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 9)
		n1 false (test_time = 2.16674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000176907)
	variant  1144/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 8)
		n1 false (test_time = 2.14444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000129938)
	variant  1145/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 7)
		n1 false (test_time = 2.06601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000134945)
	variant  1146/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 6)
		n1 false (test_time = 2.04948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.39369e-05)
	variant  1147/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 5)
		n1 false (test_time = 2.05063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.69956e-05)
	variant  1148/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 4)
		n1 false (test_time = 2.08967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.79357e-05)
	variant  1149/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 3)
		n1 false (test_time = 2.12339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1150/26032 = ?(1,a(844,674)) ?(2,a(844,675)) ?(3,a(844,678)) ?(4,a(844,679)) ?(5,a(844,690)) ?(6,a(844,692)) ?(7,a(844,693)) ?(8,a(844,695)) ?(9,a(844,697)) ?(10,a(844,698)) ?(11,a(844,699)) ?(12,a(844,700)) ?(13,a(844,701)) ?(14,a(844,703)) ?(15,a(844,704)) ?(16,a(844,705)) ?(17,a(844,707)) ?(18,a(844,708)) ?(19,a(844,709)) ?(20,a(844,710)) ?(21,a(844,711)) ?(22,a(844,713)) ?(23,a(844,715)) ?(24,a(844,723)) ?(25,a(844,724)) ?(26,a(844,725)) ?(27,a(844,726)) ?(28,a(844,727)) ?(29,a(844,728)) ?(30,a(844,729)) ?(31,a(844,730)) ?(32,a(844,732)) ?(33,a(844,734)) ?(34,a(844,736)) ?(35,a(844,737)) ?(36,a(844,738)) ?(37,a(844,751)) ?(38,a(844,752)) ?(39,a(844,753)) ?(40,a(844,754)) ?(41,a(844,755)) ?(42,a(844,756)) ?(43,a(844,757)) ?(44,a(844,758)) ?(45,a(844,759)) ?(46,a(844,775)) ?(47,a(844,776)) ?(48,a(844,777)) ?(49,a(844,778)) ?(50,a(844,779))  (21 tests, cond 2)
		n1 false (test_time = 2.06312)
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 = 0.549928)
search: ww_adaptive: found best (time_taken = 0.00143409)
	variant  1151/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 1)
		n1 false (test_time = 2.70073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00267196)
	variant  1152/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 50)
		n1 false (test_time = 2.12424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201297)
	variant  1153/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 49)
		n1 false (test_time = 2.02913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222206)
	variant  1154/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 48)
		n1 false (test_time = 1.99538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220799)
	variant  1155/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 47)
		n1 false (test_time = 1.9804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154614)
	variant  1156/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 46)
		n1 false (test_time = 2.03743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136113)
	variant  1157/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 45)
		n1 false (test_time = 2.00843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134778)
	variant  1158/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 44)
		n1 false (test_time = 1.96925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170493)
	variant  1159/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 43)
		n1 false (test_time = 2.02928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197506)
	variant  1160/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 42)
		n1 false (test_time = 2.00035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00251698)
	variant  1161/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 41)
		n1 false (test_time = 2.00394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157619)
	variant  1162/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 40)
		n1 false (test_time = 2.01422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161123)
	variant  1163/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 39)
		n1 false (test_time = 2.00784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135612)
	variant  1164/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 38)
		n1 false (test_time = 1.9751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120306)
	variant  1165/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 37)
		n1 false (test_time = 2.00695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00445509)
	variant  1166/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 36)
		n1 false (test_time = 2.00993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00539899)
	variant  1167/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 35)
		n1 false (test_time = 2.04303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00894117)
	variant  1168/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 34)
		n1 false (test_time = 1.9892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00264001)
	variant  1169/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 33)
		n1 false (test_time = 2.00219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238419)
	variant  1170/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 32)
		n1 false (test_time = 2.02949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00253701)
	variant  1171/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 31)
		n1 false (test_time = 1.98601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117588)
	variant  1172/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 30)
		n1 false (test_time = 2.03367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113797)
	variant  1173/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 29)
		n1 false (test_time = 2.0181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115609)
	variant  1174/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 28)
		n1 false (test_time = 1.98248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103116)
	variant  1175/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 27)
		n1 false (test_time = 1.99859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00193)
	variant  1176/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 26)
		n1 false (test_time = 2.07404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157905)
	variant  1177/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 25)
		n1 false (test_time = 2.03417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155997)
	variant  1178/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 24)
		n1 false (test_time = 2.0014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160217)
	variant  1179/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 23)
		n1 false (test_time = 1.98956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000895977)
	variant  1180/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 22)
		n1 false (test_time = 2.01147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241613)
	variant  1181/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 21)
		n1 false (test_time = 1.99653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202203)
	variant  1182/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 20)
		n1 false (test_time = 2.02286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204706)
	variant  1183/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 19)
		n1 false (test_time = 1.97681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202107)
	variant  1184/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 18)
		n1 false (test_time = 1.96659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160599)
	variant  1185/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 17)
		n1 false (test_time = 1.9862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000760078)
	variant  1186/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 16)
		n1 false (test_time = 1.99256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000803947)
	variant  1187/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 15)
		n1 false (test_time = 1.97009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100994)
	variant  1188/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 14)
		n1 false (test_time = 2.04892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188804)
	variant  1189/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 13)
		n1 false (test_time = 1.98487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000247955)
	variant  1190/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 12)
		n1 false (test_time = 2.02624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000252962)
	variant  1191/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 11)
		n1 false (test_time = 2.17169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000209808)
	variant  1192/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 10)
		n1 false (test_time = 2.13858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000204086)
	variant  1193/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 9)
		n1 false (test_time = 2.21508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000168085)
	variant  1194/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 8)
		n1 false (test_time = 2.34668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144958)
	variant  1195/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 7)
		n1 false (test_time = 2.16669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000112057)
	variant  1196/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 6)
		n1 false (test_time = 2.151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000112057)
	variant  1197/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 5)
		n1 false (test_time = 2.13211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  1198/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 4)
		n1 false (test_time = 2.13618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.88758e-05)
	variant  1199/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 3)
		n1 false (test_time = 2.23354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  1200/26032 = ?(1,a(799,837)) ?(2,a(799,838)) ?(3,a(799,839)) ?(4,a(799,841)) ?(5,a(799,845)) ?(6,a(799,852)) ?(7,a(799,853)) ?(8,a(799,854)) ?(9,a(799,865)) ?(10,a(799,867)) ?(11,a(799,869)) ?(12,a(799,870)) ?(13,a(799,871)) ?(14,a(799,872)) ?(15,a(799,873)) ?(16,a(799,874)) ?(17,a(799,876)) ?(18,a(799,877)) ?(19,a(799,880)) ?(20,a(799,881)) ?(21,a(799,882)) ?(22,a(844,515)) ?(23,a(844,584)) ?(24,a(844,587)) ?(25,a(844,597)) ?(26,a(844,598)) ?(27,a(844,618)) ?(28,a(844,619)) ?(29,a(844,641)) ?(30,a(844,642)) ?(31,a(844,643)) ?(32,a(844,644)) ?(33,a(844,645)) ?(34,a(844,646)) ?(35,a(844,647)) ?(36,a(844,648)) ?(37,a(844,651)) ?(38,a(844,654)) ?(39,a(844,656)) ?(40,a(844,657)) ?(41,a(844,659)) ?(42,a(844,661)) ?(43,a(844,662)) ?(44,a(844,665)) ?(45,a(844,666)) ?(46,a(844,667)) ?(47,a(844,670)) ?(48,a(844,671)) ?(49,a(844,672)) ?(50,a(844,673))  (21 tests, cond 2)
		n1 false (test_time = 2.1841)
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 = 0.533272)
search: ww_adaptive: found best (time_taken = 0.00189805)
	variant  1201/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 1)
		n1 false (test_time = 2.75843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222588)
	variant  1202/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 50)
		n1 false (test_time = 2.11819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00251794)
	variant  1203/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 49)
		n1 false (test_time = 2.09123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217199)
	variant  1204/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 48)
		n1 false (test_time = 2.08867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147009)
	variant  1205/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 47)
		n1 false (test_time = 2.06993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202417)
	variant  1206/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 46)
		n1 false (test_time = 2.0946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183201)
	variant  1207/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 45)
		n1 false (test_time = 2.06439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014801)
	variant  1208/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 44)
		n1 false (test_time = 2.084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013299)
	variant  1209/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 43)
		n1 false (test_time = 2.0888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195813)
	variant  1210/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 42)
		n1 false (test_time = 2.13798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217199)
	variant  1211/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 41)
		n1 false (test_time = 2.08147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135708)
	variant  1212/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 40)
		n1 false (test_time = 2.10805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131202)
	variant  1213/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 39)
		n1 false (test_time = 2.09045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137186)
	variant  1214/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 38)
		n1 false (test_time = 2.06416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130486)
	variant  1215/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 37)
		n1 false (test_time = 2.17019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00425792)
	variant  1216/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 36)
		n1 false (test_time = 2.10325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002841)
	variant  1217/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 35)
		n1 false (test_time = 2.07012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00285196)
	variant  1218/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 34)
		n1 false (test_time = 2.08837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246406)
	variant  1219/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 33)
		n1 false (test_time = 2.07443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243187)
	variant  1220/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 32)
		n1 false (test_time = 2.06318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120711)
	variant  1221/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 31)
		n1 false (test_time = 2.03777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119901)
	variant  1222/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 30)
		n1 false (test_time = 2.0576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129199)
	variant  1223/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 29)
		n1 false (test_time = 2.17588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135183)
	variant  1224/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 28)
		n1 false (test_time = 2.0888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166607)
	variant  1225/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 27)
		n1 false (test_time = 2.08723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166893)
	variant  1226/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 26)
		n1 false (test_time = 2.07289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145006)
	variant  1227/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 25)
		n1 false (test_time = 2.16145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155592)
	variant  1228/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 24)
		n1 false (test_time = 2.07582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101304)
	variant  1229/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 23)
		n1 false (test_time = 2.06156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219178)
	variant  1230/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 22)
		n1 false (test_time = 2.12086)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173783)
	variant  1231/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 21)
		n1 false (test_time = 2.06166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001719)
	variant  1232/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 20)
		n1 false (test_time = 2.09621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168204)
	variant  1233/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 19)
		n1 false (test_time = 2.03725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000914097)
	variant  1234/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 18)
		n1 false (test_time = 2.05794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000776052)
	variant  1235/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 17)
		n1 false (test_time = 2.05114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00088501)
	variant  1236/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 16)
		n1 false (test_time = 2.10372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161409)
	variant  1237/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 15)
		n1 false (test_time = 2.07569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156784)
	variant  1238/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 14)
		n1 false (test_time = 2.04306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00444198)
	variant  1239/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 13)
		n1 false (test_time = 2.10929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000233889)
	variant  1240/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 12)
		n1 false (test_time = 2.08847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000242949)
	variant  1241/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 11)
		n1 false (test_time = 2.05494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185966)
	variant  1242/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 10)
		n1 false (test_time = 2.0704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000176907)
	variant  1243/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 9)
		n1 false (test_time = 2.05296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000143051)
	variant  1244/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 8)
		n1 false (test_time = 2.09392)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000121832)
	variant  1245/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 7)
		n1 false (test_time = 2.08819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  1246/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 6)
		n1 false (test_time = 2.06508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000110149)
	variant  1247/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 5)
		n1 false (test_time = 2.07082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.10759e-05)
	variant  1248/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 4)
		n1 false (test_time = 2.04364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.50747e-05)
	variant  1249/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 3)
		n1 false (test_time = 2.05375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  1250/26032 = ?(1,a(799,729)) ?(2,a(799,730)) ?(3,a(799,732)) ?(4,a(799,734)) ?(5,a(799,736)) ?(6,a(799,737)) ?(7,a(799,738)) ?(8,a(799,751)) ?(9,a(799,752)) ?(10,a(799,753)) ?(11,a(799,754)) ?(12,a(799,755)) ?(13,a(799,756)) ?(14,a(799,757)) ?(15,a(799,758)) ?(16,a(799,759)) ?(17,a(799,775)) ?(18,a(799,776)) ?(19,a(799,777)) ?(20,a(799,778)) ?(21,a(799,779)) ?(22,a(799,780)) ?(23,a(799,781)) ?(24,a(799,784)) ?(25,a(799,785)) ?(26,a(799,786)) ?(27,a(799,787)) ?(28,a(799,788)) ?(29,a(799,789)) ?(30,a(799,790)) ?(31,a(799,798)) ?(32,a(799,799)) ?(33,a(799,801)) ?(34,a(799,802)) ?(35,a(799,803)) ?(36,a(799,805)) ?(37,a(799,811)) ?(38,a(799,813)) ?(39,a(799,814)) ?(40,a(799,815)) ?(41,a(799,816)) ?(42,a(799,818)) ?(43,a(799,819)) ?(44,a(799,820)) ?(45,a(799,821)) ?(46,a(799,822)) ?(47,a(799,823)) ?(48,a(799,831)) ?(49,a(799,833)) ?(50,a(799,836))  (21 tests, cond 2)
		n1 false (test_time = 2.07954)
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 = 0.546097)
search: ww_adaptive: found best (time_taken = 0.00329399)
	variant  1251/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 1)
		n1 false (test_time = 2.77027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001863)
	variant  1252/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 50)
		n1 false (test_time = 2.01441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206709)
	variant  1253/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 49)
		n1 false (test_time = 2.11821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158596)
	variant  1254/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 48)
		n1 false (test_time = 2.00224)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234795)
	variant  1255/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 47)
		n1 false (test_time = 2.0152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221992)
	variant  1256/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 46)
		n1 false (test_time = 1.99161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214791)
	variant  1257/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 45)
		n1 false (test_time = 2.06525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211501)
	variant  1258/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 44)
		n1 false (test_time = 2.11255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133109)
	variant  1259/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 43)
		n1 false (test_time = 2.03492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163889)
	variant  1260/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 42)
		n1 false (test_time = 2.03176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144696)
	variant  1261/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 41)
		n1 false (test_time = 2.02036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149894)
	variant  1262/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 40)
		n1 false (test_time = 2.01237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245309)
	variant  1263/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 39)
		n1 false (test_time = 2.03548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199294)
	variant  1264/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 38)
		n1 false (test_time = 2.0401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001297)
	variant  1265/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 37)
		n1 false (test_time = 2.02261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119615)
	variant  1266/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 36)
		n1 false (test_time = 2.01763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114894)
	variant  1267/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 35)
		n1 false (test_time = 2.02919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111818)
	variant  1268/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 34)
		n1 false (test_time = 2.0534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229096)
	variant  1269/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 33)
		n1 false (test_time = 2.03651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00369191)
	variant  1270/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 32)
		n1 false (test_time = 2.01335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241995)
	variant  1271/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 31)
		n1 false (test_time = 2.03367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219011)
	variant  1272/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 30)
		n1 false (test_time = 1.98054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222301)
	variant  1273/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 29)
		n1 false (test_time = 2.02259)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174809)
	variant  1274/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 28)
		n1 false (test_time = 2.03355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123906)
	variant  1275/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 27)
		n1 false (test_time = 2.04316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128198)
	variant  1276/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 26)
		n1 false (test_time = 2.06082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135207)
	variant  1277/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 25)
		n1 false (test_time = 2.00219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107503)
	variant  1278/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 24)
		n1 false (test_time = 2.03174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173092)
	variant  1279/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 23)
		n1 false (test_time = 2.09682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135899)
	variant  1280/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 22)
		n1 false (test_time = 2.03732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141811)
	variant  1281/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 21)
		n1 false (test_time = 2.00513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135016)
	variant  1282/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 20)
		n1 false (test_time = 1.97053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000896215)
	variant  1283/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 19)
		n1 false (test_time = 1.99967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211096)
	variant  1284/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 18)
		n1 false (test_time = 2.04754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195503)
	variant  1285/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 17)
		n1 false (test_time = 1.99537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163603)
	variant  1286/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 16)
		n1 false (test_time = 1.96835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163507)
	variant  1287/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 15)
		n1 false (test_time = 1.99529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000760078)
	variant  1288/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 14)
		n1 false (test_time = 2.00686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000693083)
	variant  1289/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 13)
		n1 false (test_time = 2.02699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257015)
	variant  1290/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 12)
		n1 false (test_time = 2.026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000206947)
	variant  1291/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 11)
		n1 false (test_time = 1.9843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant  1292/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 10)
		n1 false (test_time = 1.97847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019002)
	variant  1293/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 9)
		n1 false (test_time = 2.03042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000147104)
	variant  1294/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 8)
		n1 false (test_time = 1.99226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000135899)
	variant  1295/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 7)
		n1 false (test_time = 2.01192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00010705)
	variant  1296/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 6)
		n1 false (test_time = 1.99799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  1297/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 5)
		n1 false (test_time = 2.01153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  1298/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 4)
		n1 false (test_time = 1.99125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.19753e-05)
	variant  1299/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 3)
		n1 false (test_time = 1.99425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  1300/26032 = ?(1,a(799,645)) ?(2,a(799,646)) ?(3,a(799,647)) ?(4,a(799,648)) ?(5,a(799,651)) ?(6,a(799,654)) ?(7,a(799,656)) ?(8,a(799,657)) ?(9,a(799,659)) ?(10,a(799,661)) ?(11,a(799,662)) ?(12,a(799,663)) ?(13,a(799,664)) ?(14,a(799,665)) ?(15,a(799,666)) ?(16,a(799,667)) ?(17,a(799,668)) ?(18,a(799,670)) ?(19,a(799,671)) ?(20,a(799,672)) ?(21,a(799,673)) ?(22,a(799,674)) ?(23,a(799,675)) ?(24,a(799,678)) ?(25,a(799,679)) ?(26,a(799,690)) ?(27,a(799,692)) ?(28,a(799,693)) ?(29,a(799,695)) ?(30,a(799,697)) ?(31,a(799,698)) ?(32,a(799,699)) ?(33,a(799,700)) ?(34,a(799,701)) ?(35,a(799,703)) ?(36,a(799,704)) ?(37,a(799,705)) ?(38,a(799,707)) ?(39,a(799,708)) ?(40,a(799,709)) ?(41,a(799,710)) ?(42,a(799,711)) ?(43,a(799,713)) ?(44,a(799,715)) ?(45,a(799,723)) ?(46,a(799,724)) ?(47,a(799,725)) ?(48,a(799,726)) ?(49,a(799,727)) ?(50,a(799,728))  (21 tests, cond 2)
		n1 false (test_time = 2.00491)
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 = 0.499428)
search: ww_adaptive: found best (time_taken = 0.000784874)
	variant  1301/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 1)
		n1 false (test_time = 2.67464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00483418)
	variant  1302/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 50)
		n1 false (test_time = 2.02216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00564194)
	variant  1303/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 49)
		n1 false (test_time = 1.99292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142288)
	variant  1304/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 48)
		n1 false (test_time = 2.002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00258708)
	variant  1305/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 47)
		n1 false (test_time = 2.00899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00271487)
	variant  1306/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 46)
		n1 false (test_time = 1.99407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152612)
	variant  1307/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 45)
		n1 false (test_time = 2.0405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145388)
	variant  1308/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 44)
		n1 false (test_time = 2.09231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206208)
	variant  1309/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 43)
		n1 false (test_time = 2.07729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002177)
	variant  1310/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 42)
		n1 false (test_time = 2.06296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00210881)
	variant  1311/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 41)
		n1 false (test_time = 2.02297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00235796)
	variant  1312/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 40)
		n1 false (test_time = 2.12057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192499)
	variant  1313/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 39)
		n1 false (test_time = 2.00819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219607)
	variant  1314/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 38)
		n1 false (test_time = 2.05101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125599)
	variant  1315/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 37)
		n1 false (test_time = 2.02975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131798)
	variant  1316/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 36)
		n1 false (test_time = 2.03315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128603)
	variant  1317/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 35)
		n1 false (test_time = 2.16937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183487)
	variant  1318/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 34)
		n1 false (test_time = 2.00978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119495)
	variant  1319/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 33)
		n1 false (test_time = 1.9931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018971)
	variant  1320/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 32)
		n1 false (test_time = 2.00589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130391)
	variant  1321/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 31)
		n1 false (test_time = 1.99462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109601)
	variant  1322/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 30)
		n1 false (test_time = 2.07352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105619)
	variant  1323/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 29)
		n1 false (test_time = 2.00666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010221)
	variant  1324/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 28)
		n1 false (test_time = 2.06212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223184)
	variant  1325/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 27)
		n1 false (test_time = 2.0087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00366402)
	variant  1326/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 26)
		n1 false (test_time = 2.06575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00262904)
	variant  1327/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 25)
		n1 false (test_time = 2.03261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209689)
	variant  1328/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 24)
		n1 false (test_time = 2.05185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216007)
	variant  1329/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 23)
		n1 false (test_time = 2.07833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136304)
	variant  1330/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 22)
		n1 false (test_time = 2.06354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014379)
	variant  1331/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 21)
		n1 false (test_time = 2.04768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000946999)
	variant  1332/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 20)
		n1 false (test_time = 2.04139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150204)
	variant  1333/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 19)
		n1 false (test_time = 2.02292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000930071)
	variant  1334/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 18)
		n1 false (test_time = 2.01152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117898)
	variant  1335/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 17)
		n1 false (test_time = 2.00423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000849009)
	variant  1336/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 16)
		n1 false (test_time = 2.04685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000845909)
	variant  1337/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 15)
		n1 false (test_time = 2.16189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101995)
	variant  1338/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 14)
		n1 false (test_time = 2.04202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241995)
	variant  1339/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 13)
		n1 false (test_time = 2.0272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000251055)
	variant  1340/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 12)
		n1 false (test_time = 2.01782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000207901)
	variant  1341/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 11)
		n1 false (test_time = 2.11953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  1342/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 10)
		n1 false (test_time = 2.01216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000167131)
	variant  1343/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 9)
		n1 false (test_time = 2.05096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000143051)
	variant  1344/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 8)
		n1 false (test_time = 2.08968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00012207)
	variant  1345/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 7)
		n1 false (test_time = 2.06242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000101805)
	variant  1346/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 6)
		n1 false (test_time = 2.04565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.60691e-05)
	variant  1347/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 5)
		n1 false (test_time = 2.08828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.8903e-05)
	variant  1348/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 4)
		n1 false (test_time = 2.05472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.69685e-05)
	variant  1349/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 3)
		n1 false (test_time = 2.01123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1350/26032 = ?(1,a(798,801)) ?(2,a(798,802)) ?(3,a(798,803)) ?(4,a(798,805)) ?(5,a(798,811)) ?(6,a(798,813)) ?(7,a(798,814)) ?(8,a(798,815)) ?(9,a(798,816)) ?(10,a(798,818)) ?(11,a(798,819)) ?(12,a(798,820)) ?(13,a(798,821)) ?(14,a(798,822)) ?(15,a(798,823)) ?(16,a(798,831)) ?(17,a(798,833)) ?(18,a(798,836)) ?(19,a(798,837)) ?(20,a(798,838)) ?(21,a(798,839)) ?(22,a(798,841)) ?(23,a(798,845)) ?(24,a(798,852)) ?(25,a(798,853)) ?(26,a(798,854)) ?(27,a(798,865)) ?(28,a(798,867)) ?(29,a(798,869)) ?(30,a(798,870)) ?(31,a(798,871)) ?(32,a(798,872)) ?(33,a(798,873)) ?(34,a(798,874)) ?(35,a(798,876)) ?(36,a(798,877)) ?(37,a(798,880)) ?(38,a(798,881)) ?(39,a(798,882)) ?(40,a(799,515)) ?(41,a(799,584)) ?(42,a(799,587)) ?(43,a(799,597)) ?(44,a(799,598)) ?(45,a(799,618)) ?(46,a(799,619)) ?(47,a(799,641)) ?(48,a(799,642)) ?(49,a(799,643)) ?(50,a(799,644))  (21 tests, cond 2)
		n1 false (test_time = 2.04605)
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 = 0.539614)
search: ww_adaptive: found best (time_taken = 0.000915051)
	variant  1351/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 1)
		n1 false (test_time = 2.79777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233316)
	variant  1352/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 50)
		n1 false (test_time = 2.12405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014112)
	variant  1353/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 49)
		n1 false (test_time = 2.09765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163293)
	variant  1354/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 48)
		n1 false (test_time = 2.13279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00226998)
	variant  1355/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 47)
		n1 false (test_time = 2.22432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181389)
	variant  1356/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 46)
		n1 false (test_time = 2.13973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146604)
	variant  1357/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 45)
		n1 false (test_time = 2.212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133705)
	variant  1358/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 44)
		n1 false (test_time = 2.12947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141287)
	variant  1359/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 43)
		n1 false (test_time = 2.17108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255203)
	variant  1360/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 42)
		n1 false (test_time = 2.1668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160599)
	variant  1361/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 41)
		n1 false (test_time = 2.15308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131202)
	variant  1362/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 40)
		n1 false (test_time = 2.112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168586)
	variant  1363/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 39)
		n1 false (test_time = 2.09231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122905)
	variant  1364/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 38)
		n1 false (test_time = 2.29577)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012002)
	variant  1365/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 37)
		n1 false (test_time = 2.0839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123191)
	variant  1366/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 36)
		n1 false (test_time = 2.1359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00252604)
	variant  1367/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 35)
		n1 false (test_time = 2.14614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00287199)
	variant  1368/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 34)
		n1 false (test_time = 2.11625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246692)
	variant  1369/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 33)
		n1 false (test_time = 2.16628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222898)
	variant  1370/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 32)
		n1 false (test_time = 2.16583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233603)
	variant  1371/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 31)
		n1 false (test_time = 2.14811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206995)
	variant  1372/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 30)
		n1 false (test_time = 2.14495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144911)
	variant  1373/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 29)
		n1 false (test_time = 2.19617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115395)
	variant  1374/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 28)
		n1 false (test_time = 2.14853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195503)
	variant  1375/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 27)
		n1 false (test_time = 2.17957)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121593)
	variant  1376/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 26)
		n1 false (test_time = 2.13893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000968933)
	variant  1377/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 25)
		n1 false (test_time = 2.10286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00231719)
	variant  1378/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 24)
		n1 false (test_time = 2.08589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137782)
	variant  1379/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 23)
		n1 false (test_time = 2.16527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163698)
	variant  1380/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 22)
		n1 false (test_time = 2.16714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000841141)
	variant  1381/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 21)
		n1 false (test_time = 2.11141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196218)
	variant  1382/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 20)
		n1 false (test_time = 2.11454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204206)
	variant  1383/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 19)
		n1 false (test_time = 2.16382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213599)
	variant  1384/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 18)
		n1 false (test_time = 2.15108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203705)
	variant  1385/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 17)
		n1 false (test_time = 2.13918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166583)
	variant  1386/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 16)
		n1 false (test_time = 2.13014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118208)
	variant  1387/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 15)
		n1 false (test_time = 2.13788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000900984)
	variant  1388/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 14)
		n1 false (test_time = 2.10826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00026989)
	variant  1389/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 13)
		n1 false (test_time = 2.09513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000228167)
	variant  1390/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 12)
		n1 false (test_time = 2.11889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000225067)
	variant  1391/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 11)
		n1 false (test_time = 2.28721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant  1392/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 10)
		n1 false (test_time = 2.11574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000162125)
	variant  1393/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 9)
		n1 false (test_time = 2.12193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000145912)
	variant  1394/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 8)
		n1 false (test_time = 2.11237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000135899)
	variant  1395/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 7)
		n1 false (test_time = 2.10179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000209093)
	variant  1396/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 6)
		n1 false (test_time = 2.13943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.39369e-05)
	variant  1397/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 5)
		n1 false (test_time = 2.13639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  1398/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 4)
		n1 false (test_time = 2.17056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.60148e-05)
	variant  1399/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 3)
		n1 false (test_time = 2.14758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  1400/26032 = ?(1,a(798,699)) ?(2,a(798,700)) ?(3,a(798,703)) ?(4,a(798,704)) ?(5,a(798,705)) ?(6,a(798,707)) ?(7,a(798,708)) ?(8,a(798,709)) ?(9,a(798,710)) ?(10,a(798,711)) ?(11,a(798,713)) ?(12,a(798,715)) ?(13,a(798,723)) ?(14,a(798,724)) ?(15,a(798,725)) ?(16,a(798,726)) ?(17,a(798,727)) ?(18,a(798,728)) ?(19,a(798,729)) ?(20,a(798,730)) ?(21,a(798,732)) ?(22,a(798,734)) ?(23,a(798,736)) ?(24,a(798,737)) ?(25,a(798,738)) ?(26,a(798,751)) ?(27,a(798,752)) ?(28,a(798,753)) ?(29,a(798,754)) ?(30,a(798,755)) ?(31,a(798,756)) ?(32,a(798,757)) ?(33,a(798,758)) ?(34,a(798,759)) ?(35,a(798,775)) ?(36,a(798,776)) ?(37,a(798,777)) ?(38,a(798,778)) ?(39,a(798,779)) ?(40,a(798,780)) ?(41,a(798,781)) ?(42,a(798,784)) ?(43,a(798,785)) ?(44,a(798,786)) ?(45,a(798,787)) ?(46,a(798,788)) ?(47,a(798,789)) ?(48,a(798,790)) ?(49,a(798,798)) ?(50,a(798,799))  (21 tests, cond 2)
		n1 false (test_time = 2.10702)
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 = 0.546327)
search: ww_adaptive: found best (time_taken = 0.000852108)
	variant  1401/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 1)
		n1 false (test_time = 2.72116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171304)
	variant  1402/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 50)
		n1 false (test_time = 2.02643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183916)
	variant  1403/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 49)
		n1 false (test_time = 2.03467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201106)
	variant  1404/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 48)
		n1 false (test_time = 2.10173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00262308)
	variant  1405/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 47)
		n1 false (test_time = 2.12541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140595)
	variant  1406/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 46)
		n1 false (test_time = 2.04862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139785)
	variant  1407/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 45)
		n1 false (test_time = 2.04269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131297)
	variant  1408/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 44)
		n1 false (test_time = 2.01244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218892)
	variant  1409/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 43)
		n1 false (test_time = 2.0412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00496602)
	variant  1410/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 42)
		n1 false (test_time = 2.03084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00319695)
	variant  1411/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 41)
		n1 false (test_time = 2.06877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00272989)
	variant  1412/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 40)
		n1 false (test_time = 2.07593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00232005)
	variant  1413/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 39)
		n1 false (test_time = 2.0521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239396)
	variant  1414/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 38)
		n1 false (test_time = 2.06649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146198)
	variant  1415/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 37)
		n1 false (test_time = 2.03471)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127411)
	variant  1416/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 36)
		n1 false (test_time = 2.02436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180817)
	variant  1417/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 35)
		n1 false (test_time = 2.13064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170803)
	variant  1418/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 34)
		n1 false (test_time = 2.00543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133896)
	variant  1419/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 33)
		n1 false (test_time = 2.10831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00226808)
	variant  1420/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 32)
		n1 false (test_time = 2.0392)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225687)
	variant  1421/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 31)
		n1 false (test_time = 2.0288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002249)
	variant  1422/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 30)
		n1 false (test_time = 2.02094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224304)
	variant  1423/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 29)
		n1 false (test_time = 2.03667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000870228)
	variant  1424/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 28)
		n1 false (test_time = 2.01568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107002)
	variant  1425/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 27)
		n1 false (test_time = 1.98034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00186801)
	variant  1426/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 26)
		n1 false (test_time = 2.00384)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177503)
	variant  1427/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 25)
		n1 false (test_time = 2.03203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101113)
	variant  1428/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 24)
		n1 false (test_time = 2.01893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102305)
	variant  1429/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 23)
		n1 false (test_time = 2.0974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000953913)
	variant  1430/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 22)
		n1 false (test_time = 2.14064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000887871)
	variant  1431/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 21)
		n1 false (test_time = 2.13432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000917912)
	variant  1432/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 20)
		n1 false (test_time = 2.12825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00372815)
	variant  1433/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 19)
		n1 false (test_time = 2.14631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00415087)
	variant  1434/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 18)
		n1 false (test_time = 2.22579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00313306)
	variant  1435/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 17)
		n1 false (test_time = 2.21844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165987)
	variant  1436/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 16)
		n1 false (test_time = 2.17238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00194502)
	variant  1437/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 15)
		n1 false (test_time = 2.17989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000269175)
	variant  1438/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 14)
		n1 false (test_time = 2.16299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000252008)
	variant  1439/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 13)
		n1 false (test_time = 2.21326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000234127)
	variant  1440/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 12)
		n1 false (test_time = 2.18266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235796)
	variant  1441/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 11)
		n1 false (test_time = 2.2208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187159)
	variant  1442/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 10)
		n1 false (test_time = 2.04981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174999)
	variant  1443/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 9)
		n1 false (test_time = 2.05875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000165939)
	variant  1444/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 8)
		n1 false (test_time = 2.00365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133991)
	variant  1445/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 7)
		n1 false (test_time = 2.01677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  1446/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 6)
		n1 false (test_time = 2.04215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.58443e-05)
	variant  1447/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 5)
		n1 false (test_time = 2.11679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.29561e-05)
	variant  1448/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 4)
		n1 false (test_time = 2.05001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  1449/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 3)
		n1 false (test_time = 2.00813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  1450/26032 = ?(1,a(797,870)) ?(2,a(797,871)) ?(3,a(797,872)) ?(4,a(797,873)) ?(5,a(797,874)) ?(6,a(797,876)) ?(7,a(797,877)) ?(8,a(797,880)) ?(9,a(797,881)) ?(10,a(797,882)) ?(11,a(798,584)) ?(12,a(798,587)) ?(13,a(798,597)) ?(14,a(798,598)) ?(15,a(798,618)) ?(16,a(798,619)) ?(17,a(798,641)) ?(18,a(798,642)) ?(19,a(798,643)) ?(20,a(798,644)) ?(21,a(798,645)) ?(22,a(798,646)) ?(23,a(798,647)) ?(24,a(798,648)) ?(25,a(798,651)) ?(26,a(798,654)) ?(27,a(798,656)) ?(28,a(798,657)) ?(29,a(798,659)) ?(30,a(798,661)) ?(31,a(798,662)) ?(32,a(798,663)) ?(33,a(798,664)) ?(34,a(798,665)) ?(35,a(798,666)) ?(36,a(798,667)) ?(37,a(798,668)) ?(38,a(798,670)) ?(39,a(798,671)) ?(40,a(798,672)) ?(41,a(798,673)) ?(42,a(798,674)) ?(43,a(798,675)) ?(44,a(798,678)) ?(45,a(798,679)) ?(46,a(798,690)) ?(47,a(798,693)) ?(48,a(798,695)) ?(49,a(798,697)) ?(50,a(798,698))  (21 tests, cond 2)
		n1 false (test_time = 2.05814)
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 = 0.50966)
search: ww_adaptive: found best (time_taken = 0.000926018)
	variant  1451/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 1)
		n1 false (test_time = 2.76022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192094)
	variant  1452/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 50)
		n1 false (test_time = 2.0325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142717)
	variant  1453/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 49)
		n1 false (test_time = 2.12211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140595)
	variant  1454/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 48)
		n1 false (test_time = 2.08008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017271)
	variant  1455/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 47)
		n1 false (test_time = 2.11122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00372887)
	variant  1456/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 46)
		n1 false (test_time = 2.11416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00511408)
	variant  1457/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 45)
		n1 false (test_time = 2.08027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00331092)
	variant  1458/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 44)
		n1 false (test_time = 2.12095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00253892)
	variant  1459/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 43)
		n1 false (test_time = 2.12046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243211)
	variant  1460/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 42)
		n1 false (test_time = 2.08277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143194)
	variant  1461/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 41)
		n1 false (test_time = 2.09597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142694)
	variant  1462/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 40)
		n1 false (test_time = 2.21915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135684)
	variant  1463/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 39)
		n1 false (test_time = 2.10558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206304)
	variant  1464/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 38)
		n1 false (test_time = 2.10544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245118)
	variant  1465/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 37)
		n1 false (test_time = 2.12624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154519)
	variant  1466/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 36)
		n1 false (test_time = 2.10604)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122404)
	variant  1467/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 35)
		n1 false (test_time = 2.09234)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164294)
	variant  1468/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 34)
		n1 false (test_time = 2.14238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187898)
	variant  1469/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 33)
		n1 false (test_time = 2.20906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173783)
	variant  1470/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 32)
		n1 false (test_time = 2.10754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106692)
	variant  1471/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 31)
		n1 false (test_time = 2.07689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227284)
	variant  1472/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 30)
		n1 false (test_time = 2.04356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117183)
	variant  1473/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 29)
		n1 false (test_time = 2.10816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125599)
	variant  1474/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 28)
		n1 false (test_time = 2.16661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106001)
	variant  1475/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 27)
		n1 false (test_time = 2.11989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105786)
	variant  1476/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 26)
		n1 false (test_time = 2.23423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000885963)
	variant  1477/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 25)
		n1 false (test_time = 2.12523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000944853)
	variant  1478/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 24)
		n1 false (test_time = 2.11993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000943899)
	variant  1479/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 23)
		n1 false (test_time = 2.12413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001369)
	variant  1480/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 22)
		n1 false (test_time = 2.1182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242686)
	variant  1481/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 21)
		n1 false (test_time = 2.1416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246286)
	variant  1482/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 20)
		n1 false (test_time = 2.11593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00248599)
	variant  1483/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 19)
		n1 false (test_time = 2.21441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196218)
	variant  1484/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 18)
		n1 false (test_time = 2.12551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183392)
	variant  1485/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 17)
		n1 false (test_time = 2.08104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198507)
	variant  1486/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 16)
		n1 false (test_time = 2.07078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105906)
	variant  1487/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 15)
		n1 false (test_time = 2.07884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000266075)
	variant  1488/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 14)
		n1 false (test_time = 2.17137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000247002)
	variant  1489/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 13)
		n1 false (test_time = 2.09571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000247955)
	variant  1490/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 12)
		n1 false (test_time = 2.16523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000213861)
	variant  1491/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 11)
		n1 false (test_time = 2.08413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000193834)
	variant  1492/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 10)
		n1 false (test_time = 2.09269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000167131)
	variant  1493/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 9)
		n1 false (test_time = 2.05285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000141144)
	variant  1494/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 8)
		n1 false (test_time = 2.09786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144958)
	variant  1495/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 7)
		n1 false (test_time = 2.08713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  1496/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 6)
		n1 false (test_time = 2.08833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.29832e-05)
	variant  1497/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 5)
		n1 false (test_time = 2.11864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  1498/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 4)
		n1 false (test_time = 2.11137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.29425e-05)
	variant  1499/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 3)
		n1 false (test_time = 2.03785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  1500/26032 = ?(1,a(797,755)) ?(2,a(797,756)) ?(3,a(797,757)) ?(4,a(797,758)) ?(5,a(797,759)) ?(6,a(797,775)) ?(7,a(797,776)) ?(8,a(797,777)) ?(9,a(797,778)) ?(10,a(797,779)) ?(11,a(797,780)) ?(12,a(797,781)) ?(13,a(797,784)) ?(14,a(797,785)) ?(15,a(797,786)) ?(16,a(797,787)) ?(17,a(797,788)) ?(18,a(797,789)) ?(19,a(797,790)) ?(20,a(797,798)) ?(21,a(797,799)) ?(22,a(797,801)) ?(23,a(797,802)) ?(24,a(797,803)) ?(25,a(797,805)) ?(26,a(797,811)) ?(27,a(797,813)) ?(28,a(797,814)) ?(29,a(797,815)) ?(30,a(797,816)) ?(31,a(797,818)) ?(32,a(797,819)) ?(33,a(797,820)) ?(34,a(797,821)) ?(35,a(797,822)) ?(36,a(797,823)) ?(37,a(797,831)) ?(38,a(797,833)) ?(39,a(797,836)) ?(40,a(797,837)) ?(41,a(797,838)) ?(42,a(797,839)) ?(43,a(797,841)) ?(44,a(797,845)) ?(45,a(797,852)) ?(46,a(797,853)) ?(47,a(797,854)) ?(48,a(797,865)) ?(49,a(797,867)) ?(50,a(797,869))  (21 tests, cond 2)
		n1 false (test_time = 2.07323)
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 = 0.500048)
search: ww_adaptive: found best (time_taken = 0.000855923)
	variant  1501/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 1)
		n1 false (test_time = 2.8156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183201)
	variant  1502/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 50)
		n1 false (test_time = 2.19203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198603)
	variant  1503/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 49)
		n1 false (test_time = 2.07867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181794)
	variant  1504/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 48)
		n1 false (test_time = 2.14946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192118)
	variant  1505/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 47)
		n1 false (test_time = 2.06956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143099)
	variant  1506/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 46)
		n1 false (test_time = 2.03759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133109)
	variant  1507/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 45)
		n1 false (test_time = 2.09497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00463796)
	variant  1508/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 44)
		n1 false (test_time = 2.03079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00566196)
	variant  1509/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 43)
		n1 false (test_time = 2.09344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00318408)
	variant  1510/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 42)
		n1 false (test_time = 2.05732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0026269)
	variant  1511/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 41)
		n1 false (test_time = 2.0753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00290394)
	variant  1512/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 40)
		n1 false (test_time = 2.067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002424)
	variant  1513/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 39)
		n1 false (test_time = 2.00936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133491)
	variant  1514/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 38)
		n1 false (test_time = 2.10368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127411)
	variant  1515/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 37)
		n1 false (test_time = 2.06678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128388)
	variant  1516/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 36)
		n1 false (test_time = 2.09941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143504)
	variant  1517/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 35)
		n1 false (test_time = 2.07297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176501)
	variant  1518/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 34)
		n1 false (test_time = 2.03898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157809)
	variant  1519/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 33)
		n1 false (test_time = 2.08855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127411)
	variant  1520/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 32)
		n1 false (test_time = 2.06282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239897)
	variant  1521/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 31)
		n1 false (test_time = 2.08731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243187)
	variant  1522/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 30)
		n1 false (test_time = 2.06462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216103)
	variant  1523/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 29)
		n1 false (test_time = 2.02254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215483)
	variant  1524/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 28)
		n1 false (test_time = 2.0615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206685)
	variant  1525/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 27)
		n1 false (test_time = 2.05656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106215)
	variant  1526/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 26)
		n1 false (test_time = 2.06634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113106)
	variant  1527/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 25)
		n1 false (test_time = 2.04727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000954866)
	variant  1528/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 24)
		n1 false (test_time = 2.03279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000961065)
	variant  1529/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 23)
		n1 false (test_time = 2.06525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167513)
	variant  1530/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 22)
		n1 false (test_time = 2.15282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000904083)
	variant  1531/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 21)
		n1 false (test_time = 2.09452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00086689)
	variant  1532/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 20)
		n1 false (test_time = 2.02211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000910997)
	variant  1533/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 19)
		n1 false (test_time = 2.1548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00297904)
	variant  1534/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 18)
		n1 false (test_time = 2.09417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00294995)
	variant  1535/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 17)
		n1 false (test_time = 2.06808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244403)
	variant  1536/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 16)
		n1 false (test_time = 2.0872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188613)
	variant  1537/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 15)
		n1 false (test_time = 2.09483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000279903)
	variant  1538/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 14)
		n1 false (test_time = 2.10585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000248909)
	variant  1539/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 13)
		n1 false (test_time = 2.11957)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231981)
	variant  1540/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 12)
		n1 false (test_time = 2.18177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000205994)
	variant  1541/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 11)
		n1 false (test_time = 2.04667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000247955)
	variant  1542/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 10)
		n1 false (test_time = 2.08132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000173092)
	variant  1543/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 9)
		n1 false (test_time = 2.05293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144005)
	variant  1544/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 8)
		n1 false (test_time = 2.06963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000137091)
	variant  1545/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 7)
		n1 false (test_time = 2.0459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000115156)
	variant  1546/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 6)
		n1 false (test_time = 2.02818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000106096)
	variant  1547/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 5)
		n1 false (test_time = 2.05693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.29697e-05)
	variant  1548/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 4)
		n1 false (test_time = 2.0326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.29289e-05)
	variant  1549/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 3)
		n1 false (test_time = 2.02535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1550/26032 = ?(1,a(797,663)) ?(2,a(797,664)) ?(3,a(797,665)) ?(4,a(797,666)) ?(5,a(797,667)) ?(6,a(797,668)) ?(7,a(797,670)) ?(8,a(797,671)) ?(9,a(797,672)) ?(10,a(797,673)) ?(11,a(797,674)) ?(12,a(797,675)) ?(13,a(797,678)) ?(14,a(797,679)) ?(15,a(797,690)) ?(16,a(797,692)) ?(17,a(797,693)) ?(18,a(797,695)) ?(19,a(797,697)) ?(20,a(797,698)) ?(21,a(797,699)) ?(22,a(797,700)) ?(23,a(797,701)) ?(24,a(797,703)) ?(25,a(797,704)) ?(26,a(797,705)) ?(27,a(797,707)) ?(28,a(797,708)) ?(29,a(797,709)) ?(30,a(797,710)) ?(31,a(797,711)) ?(32,a(797,713)) ?(33,a(797,715)) ?(34,a(797,723)) ?(35,a(797,724)) ?(36,a(797,725)) ?(37,a(797,726)) ?(38,a(797,727)) ?(39,a(797,728)) ?(40,a(797,729)) ?(41,a(797,730)) ?(42,a(797,732)) ?(43,a(797,734)) ?(44,a(797,736)) ?(45,a(797,737)) ?(46,a(797,738)) ?(47,a(797,751)) ?(48,a(797,752)) ?(49,a(797,753)) ?(50,a(797,754))  (21 tests, cond 2)
		n1 false (test_time = 2.07068)
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 = 0.528437)
search: ww_adaptive: found best (time_taken = 0.000862122)
	variant  1551/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 1)
		n1 false (test_time = 2.7705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209594)
	variant  1552/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 50)
		n1 false (test_time = 2.05189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159812)
	variant  1553/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 49)
		n1 false (test_time = 2.07151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015378)
	variant  1554/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 48)
		n1 false (test_time = 2.0154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153995)
	variant  1555/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 47)
		n1 false (test_time = 2.02629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156021)
	variant  1556/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 46)
		n1 false (test_time = 2.02345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214815)
	variant  1557/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 45)
		n1 false (test_time = 2.15299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196004)
	variant  1558/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 44)
		n1 false (test_time = 2.06594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137496)
	variant  1559/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 43)
		n1 false (test_time = 2.09626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131798)
	variant  1560/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 42)
		n1 false (test_time = 2.08427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139499)
	variant  1561/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 41)
		n1 false (test_time = 2.09872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144196)
	variant  1562/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 40)
		n1 false (test_time = 2.04415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214195)
	variant  1563/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 39)
		n1 false (test_time = 2.04082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00418115)
	variant  1564/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 38)
		n1 false (test_time = 2.06557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00358796)
	variant  1565/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 37)
		n1 false (test_time = 2.07231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0023489)
	variant  1566/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 36)
		n1 false (test_time = 2.07822)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00232816)
	variant  1567/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 35)
		n1 false (test_time = 2.00416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229502)
	variant  1568/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 34)
		n1 false (test_time = 2.01004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126481)
	variant  1569/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 33)
		n1 false (test_time = 2.01279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121403)
	variant  1570/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 32)
		n1 false (test_time = 2.04092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010941)
	variant  1571/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 31)
		n1 false (test_time = 2.03924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152588)
	variant  1572/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 30)
		n1 false (test_time = 2.04278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179791)
	variant  1573/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 29)
		n1 false (test_time = 2.07436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145316)
	variant  1574/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 28)
		n1 false (test_time = 1.99347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112486)
	variant  1575/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 27)
		n1 false (test_time = 2.05363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164795)
	variant  1576/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 26)
		n1 false (test_time = 2.07949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015471)
	variant  1577/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 25)
		n1 false (test_time = 2.04813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205994)
	variant  1578/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 24)
		n1 false (test_time = 2.03173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242186)
	variant  1579/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 23)
		n1 false (test_time = 2.0717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207305)
	variant  1580/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 22)
		n1 false (test_time = 2.08365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204802)
	variant  1581/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 21)
		n1 false (test_time = 2.02394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209498)
	variant  1582/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 20)
		n1 false (test_time = 2.10801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00089407)
	variant  1583/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 19)
		n1 false (test_time = 2.05981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101709)
	variant  1584/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 18)
		n1 false (test_time = 2.0312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100398)
	variant  1585/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 17)
		n1 false (test_time = 2.04377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000737906)
	variant  1586/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 16)
		n1 false (test_time = 2.0963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000286818)
	variant  1587/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 15)
		n1 false (test_time = 2.0997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000282049)
	variant  1588/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 14)
		n1 false (test_time = 2.01333)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000245094)
	variant  1589/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 13)
		n1 false (test_time = 1.97911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241995)
	variant  1590/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 12)
		n1 false (test_time = 2.06261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000227928)
	variant  1591/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 11)
		n1 false (test_time = 2.03485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000227928)
	variant  1592/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 10)
		n1 false (test_time = 2.12107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000172853)
	variant  1593/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 9)
		n1 false (test_time = 2.19939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000357151)
	variant  1594/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 8)
		n1 false (test_time = 2.15212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000156164)
	variant  1595/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 7)
		n1 false (test_time = 2.09955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  1596/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 6)
		n1 false (test_time = 2.20929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000138044)
	variant  1597/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 5)
		n1 false (test_time = 2.12417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.79629e-05)
	variant  1598/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 4)
		n1 false (test_time = 2.12425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.88758e-05)
	variant  1599/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 3)
		n1 false (test_time = 2.13856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  1600/26032 = ?(1,a(726,820)) ?(2,a(726,821)) ?(3,a(726,822)) ?(4,a(726,823)) ?(5,a(726,831)) ?(6,a(726,833)) ?(7,a(726,836)) ?(8,a(726,837)) ?(9,a(726,838)) ?(10,a(726,839)) ?(11,a(726,841)) ?(12,a(726,845)) ?(13,a(726,852)) ?(14,a(726,853)) ?(15,a(726,854)) ?(16,a(726,865)) ?(17,a(726,867)) ?(18,a(726,869)) ?(19,a(726,870)) ?(20,a(726,871)) ?(21,a(726,872)) ?(22,a(726,873)) ?(23,a(726,874)) ?(24,a(726,876)) ?(25,a(726,877)) ?(26,a(726,880)) ?(27,a(726,881)) ?(28,a(726,882)) ?(29,a(797,515)) ?(30,a(797,584)) ?(31,a(797,587)) ?(32,a(797,597)) ?(33,a(797,598)) ?(34,a(797,618)) ?(35,a(797,619)) ?(36,a(797,641)) ?(37,a(797,642)) ?(38,a(797,643)) ?(39,a(797,644)) ?(40,a(797,645)) ?(41,a(797,646)) ?(42,a(797,647)) ?(43,a(797,648)) ?(44,a(797,651)) ?(45,a(797,654)) ?(46,a(797,656)) ?(47,a(797,657)) ?(48,a(797,659)) ?(49,a(797,661)) ?(50,a(797,662))  (21 tests, cond 2)
		n1 false (test_time = 2.19374)
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 = 0.575797)
search: ww_adaptive: found best (time_taken = 0.00103807)
	variant  1601/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 1)
		n1 false (test_time = 2.93597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0031352)
	variant  1602/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 50)
		n1 false (test_time = 2.20159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159287)
	variant  1603/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 49)
		n1 false (test_time = 2.12238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151992)
	variant  1604/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 48)
		n1 false (test_time = 2.07141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00261784)
	variant  1605/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 47)
		n1 false (test_time = 2.17372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00273705)
	variant  1606/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 46)
		n1 false (test_time = 2.1161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179601)
	variant  1607/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 45)
		n1 false (test_time = 2.10017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216007)
	variant  1608/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 44)
		n1 false (test_time = 2.07366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163484)
	variant  1609/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 43)
		n1 false (test_time = 2.10487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00261903)
	variant  1610/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 42)
		n1 false (test_time = 2.08622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230002)
	variant  1611/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 41)
		n1 false (test_time = 2.09402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122309)
	variant  1612/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 40)
		n1 false (test_time = 2.09698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128889)
	variant  1613/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 39)
		n1 false (test_time = 2.19013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152993)
	variant  1614/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 38)
		n1 false (test_time = 2.17185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123692)
	variant  1615/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 37)
		n1 false (test_time = 2.12215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165915)
	variant  1616/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 36)
		n1 false (test_time = 2.11408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124407)
	variant  1617/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 35)
		n1 false (test_time = 2.07666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123692)
	variant  1618/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 34)
		n1 false (test_time = 2.07689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121903)
	variant  1619/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 33)
		n1 false (test_time = 2.10921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105786)
	variant  1620/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 32)
		n1 false (test_time = 2.08516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104594)
	variant  1621/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 31)
		n1 false (test_time = 2.11933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134206)
	variant  1622/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 30)
		n1 false (test_time = 2.11393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00342607)
	variant  1623/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 29)
		n1 false (test_time = 2.09565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00359297)
	variant  1624/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 28)
		n1 false (test_time = 2.10966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221896)
	variant  1625/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 27)
		n1 false (test_time = 2.06188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214505)
	variant  1626/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 26)
		n1 false (test_time = 2.07514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225687)
	variant  1627/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 25)
		n1 false (test_time = 2.083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015409)
	variant  1628/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 24)
		n1 false (test_time = 2.22078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010519)
	variant  1629/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 23)
		n1 false (test_time = 2.13439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108004)
	variant  1630/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 22)
		n1 false (test_time = 2.15581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103903)
	variant  1631/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 21)
		n1 false (test_time = 2.12525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101805)
	variant  1632/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 20)
		n1 false (test_time = 2.13988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000856161)
	variant  1633/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 19)
		n1 false (test_time = 2.25819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119591)
	variant  1634/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 18)
		n1 false (test_time = 2.15276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107694)
	variant  1635/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 17)
		n1 false (test_time = 2.11386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122714)
	variant  1636/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 16)
		n1 false (test_time = 2.29268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000309229)
	variant  1637/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 15)
		n1 false (test_time = 2.14901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000282049)
	variant  1638/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 14)
		n1 false (test_time = 2.10429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000244856)
	variant  1639/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 13)
		n1 false (test_time = 2.11596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00022316)
	variant  1640/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 12)
		n1 false (test_time = 2.29781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231981)
	variant  1641/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 11)
		n1 false (test_time = 2.18201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000194073)
	variant  1642/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 10)
		n1 false (test_time = 2.12041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000230074)
	variant  1643/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 9)
		n1 false (test_time = 2.17659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000202179)
	variant  1644/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 8)
		n1 false (test_time = 2.15213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000129938)
	variant  1645/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 7)
		n1 false (test_time = 2.15989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000113964)
	variant  1646/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 6)
		n1 false (test_time = 2.17031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.39369e-05)
	variant  1647/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 5)
		n1 false (test_time = 2.10003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  1648/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 4)
		n1 false (test_time = 2.11275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  1649/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 3)
		n1 false (test_time = 2.13562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1650/26032 = ?(1,a(726,715)) ?(2,a(726,723)) ?(3,a(726,724)) ?(4,a(726,725)) ?(5,a(726,726)) ?(6,a(726,727)) ?(7,a(726,728)) ?(8,a(726,729)) ?(9,a(726,730)) ?(10,a(726,732)) ?(11,a(726,734)) ?(12,a(726,736)) ?(13,a(726,737)) ?(14,a(726,738)) ?(15,a(726,751)) ?(16,a(726,752)) ?(17,a(726,753)) ?(18,a(726,754)) ?(19,a(726,755)) ?(20,a(726,756)) ?(21,a(726,757)) ?(22,a(726,758)) ?(23,a(726,759)) ?(24,a(726,775)) ?(25,a(726,776)) ?(26,a(726,777)) ?(27,a(726,778)) ?(28,a(726,779)) ?(29,a(726,780)) ?(30,a(726,781)) ?(31,a(726,784)) ?(32,a(726,785)) ?(33,a(726,786)) ?(34,a(726,787)) ?(35,a(726,788)) ?(36,a(726,789)) ?(37,a(726,790)) ?(38,a(726,798)) ?(39,a(726,799)) ?(40,a(726,801)) ?(41,a(726,802)) ?(42,a(726,803)) ?(43,a(726,805)) ?(44,a(726,811)) ?(45,a(726,813)) ?(46,a(726,814)) ?(47,a(726,815)) ?(48,a(726,816)) ?(49,a(726,818)) ?(50,a(726,819))  (21 tests, cond 2)
		n1 false (test_time = 2.11939)
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 = 0.520931)
search: ww_adaptive: found best (time_taken = 0.000880957)
	variant  1651/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 1)
		n1 false (test_time = 2.72832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017302)
	variant  1652/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 50)
		n1 false (test_time = 2.1857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00248981)
	variant  1653/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 49)
		n1 false (test_time = 2.0834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140786)
	variant  1654/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 48)
		n1 false (test_time = 2.08474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140905)
	variant  1655/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 47)
		n1 false (test_time = 2.10798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133395)
	variant  1656/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 46)
		n1 false (test_time = 2.08231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001441)
	variant  1657/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 45)
		n1 false (test_time = 2.08565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142908)
	variant  1658/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 44)
		n1 false (test_time = 2.14223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020709)
	variant  1659/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 43)
		n1 false (test_time = 2.1144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146699)
	variant  1660/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 42)
		n1 false (test_time = 2.09437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131392)
	variant  1661/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 41)
		n1 false (test_time = 2.11784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125194)
	variant  1662/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 40)
		n1 false (test_time = 2.11927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134397)
	variant  1663/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 39)
		n1 false (test_time = 2.07349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145292)
	variant  1664/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 38)
		n1 false (test_time = 2.10212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203609)
	variant  1665/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 37)
		n1 false (test_time = 5.01412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00508094)
	variant  1666/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 36)
		n1 false (test_time = 5.12371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00419211)
	variant  1667/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 35)
		n1 false (test_time = 2.08418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230098)
	variant  1668/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 34)
		n1 false (test_time = 2.06826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00240493)
	variant  1669/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 33)
		n1 false (test_time = 2.02243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00297093)
	variant  1670/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 32)
		n1 false (test_time = 2.04675)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120902)
	variant  1671/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 31)
		n1 false (test_time = 2.01277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130415)
	variant  1672/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 30)
		n1 false (test_time = 2.0638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107694)
	variant  1673/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 29)
		n1 false (test_time = 2.06096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001297)
	variant  1674/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 28)
		n1 false (test_time = 2.07067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107598)
	variant  1675/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 27)
		n1 false (test_time = 2.08143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145292)
	variant  1676/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 26)
		n1 false (test_time = 2.03538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169802)
	variant  1677/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 25)
		n1 false (test_time = 2.05544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168991)
	variant  1678/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 24)
		n1 false (test_time = 2.03012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140595)
	variant  1679/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 23)
		n1 false (test_time = 2.08488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138998)
	variant  1680/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 22)
		n1 false (test_time = 2.01873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152302)
	variant  1681/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 21)
		n1 false (test_time = 2.04375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159502)
	variant  1682/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 20)
		n1 false (test_time = 2.15568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239182)
	variant  1683/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 19)
		n1 false (test_time = 2.02332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000984907)
	variant  1684/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 18)
		n1 false (test_time = 2.04869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000812054)
	variant  1685/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 17)
		n1 false (test_time = 2.01725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000317097)
	variant  1686/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 16)
		n1 false (test_time = 2.01873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000311852)
	variant  1687/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 15)
		n1 false (test_time = 2.03053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028801)
	variant  1688/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 14)
		n1 false (test_time = 2.04293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000244856)
	variant  1689/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 13)
		n1 false (test_time = 1.99659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000236034)
	variant  1690/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 12)
		n1 false (test_time = 2.04356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000207901)
	variant  1691/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 11)
		n1 false (test_time = 1.98353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant  1692/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 10)
		n1 false (test_time = 2.0277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187159)
	variant  1693/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 9)
		n1 false (test_time = 2.12052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000158072)
	variant  1694/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 8)
		n1 false (test_time = 2.07184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000137091)
	variant  1695/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 7)
		n1 false (test_time = 2.05831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011611)
	variant  1696/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 6)
		n1 false (test_time = 2.0506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  1697/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 5)
		n1 false (test_time = 2.03866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.10487e-05)
	variant  1698/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 4)
		n1 false (test_time = 2.05279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.29153e-05)
	variant  1699/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 3)
		n1 false (test_time = 2.08881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  1700/26032 = ?(1,a(726,598)) ?(2,a(726,618)) ?(3,a(726,619)) ?(4,a(726,641)) ?(5,a(726,642)) ?(6,a(726,643)) ?(7,a(726,644)) ?(8,a(726,645)) ?(9,a(726,646)) ?(10,a(726,647)) ?(11,a(726,648)) ?(12,a(726,651)) ?(13,a(726,654)) ?(14,a(726,656)) ?(15,a(726,657)) ?(16,a(726,659)) ?(17,a(726,661)) ?(18,a(726,662)) ?(19,a(726,663)) ?(20,a(726,664)) ?(21,a(726,665)) ?(22,a(726,666)) ?(23,a(726,667)) ?(24,a(726,668)) ?(25,a(726,670)) ?(26,a(726,671)) ?(27,a(726,672)) ?(28,a(726,673)) ?(29,a(726,674)) ?(30,a(726,675)) ?(31,a(726,678)) ?(32,a(726,679)) ?(33,a(726,690)) ?(34,a(726,692)) ?(35,a(726,693)) ?(36,a(726,695)) ?(37,a(726,697)) ?(38,a(726,698)) ?(39,a(726,699)) ?(40,a(726,700)) ?(41,a(726,701)) ?(42,a(726,703)) ?(43,a(726,704)) ?(44,a(726,705)) ?(45,a(726,707)) ?(46,a(726,708)) ?(47,a(726,709)) ?(48,a(726,710)) ?(49,a(726,711)) ?(50,a(726,713))  (21 tests, cond 2)
		n1 false (test_time = 2.05113)
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 = 0.508834)
search: ww_adaptive: found best (time_taken = 0.00080204)
	variant  1701/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 1)
		n1 false (test_time = 2.78587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149393)
	variant  1702/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 50)
		n1 false (test_time = 2.08995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145221)
	variant  1703/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 49)
		n1 false (test_time = 2.14828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015018)
	variant  1704/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 48)
		n1 false (test_time = 2.0854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00357699)
	variant  1705/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 47)
		n1 false (test_time = 2.07334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0118699)
	variant  1706/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 46)
		n1 false (test_time = 2.14561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00312495)
	variant  1707/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 45)
		n1 false (test_time = 2.08246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255394)
	variant  1708/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 44)
		n1 false (test_time = 2.1358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00259614)
	variant  1709/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 43)
		n1 false (test_time = 2.12462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147986)
	variant  1710/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 42)
		n1 false (test_time = 2.20077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136113)
	variant  1711/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 41)
		n1 false (test_time = 2.11649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173497)
	variant  1712/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 40)
		n1 false (test_time = 2.07894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236797)
	variant  1713/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 39)
		n1 false (test_time = 2.09674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176597)
	variant  1714/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 38)
		n1 false (test_time = 2.11485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155592)
	variant  1715/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 37)
		n1 false (test_time = 2.0989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202894)
	variant  1716/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 36)
		n1 false (test_time = 2.06699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178289)
	variant  1717/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 35)
		n1 false (test_time = 2.1342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229001)
	variant  1718/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 34)
		n1 false (test_time = 2.07416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237083)
	variant  1719/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 33)
		n1 false (test_time = 2.10519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221419)
	variant  1720/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 32)
		n1 false (test_time = 2.19056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227308)
	variant  1721/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 31)
		n1 false (test_time = 2.08017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126696)
	variant  1722/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 30)
		n1 false (test_time = 2.09691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108099)
	variant  1723/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 29)
		n1 false (test_time = 2.13112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001127)
	variant  1724/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 28)
		n1 false (test_time = 2.18195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114584)
	variant  1725/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 27)
		n1 false (test_time = 2.11171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105)
	variant  1726/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 26)
		n1 false (test_time = 2.11126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017848)
	variant  1727/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 25)
		n1 false (test_time = 2.10498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137901)
	variant  1728/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 24)
		n1 false (test_time = 2.11212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000916958)
	variant  1729/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 23)
		n1 false (test_time = 2.08973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000874996)
	variant  1730/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 22)
		n1 false (test_time = 2.13887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140715)
	variant  1731/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 21)
		n1 false (test_time = 2.09328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00326395)
	variant  1732/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 20)
		n1 false (test_time = 2.09076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0036118)
	variant  1733/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 19)
		n1 false (test_time = 2.23911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00306296)
	variant  1734/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 18)
		n1 false (test_time = 2.13136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00299096)
	variant  1735/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 17)
		n1 false (test_time = 2.06764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00031209)
	variant  1736/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 16)
		n1 false (test_time = 2.14548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030303)
	variant  1737/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 15)
		n1 false (test_time = 2.09661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000291824)
	variant  1738/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 14)
		n1 false (test_time = 2.09331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272036)
	variant  1739/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 13)
		n1 false (test_time = 2.09759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231981)
	variant  1740/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 12)
		n1 false (test_time = 2.12771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000287056)
	variant  1741/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 11)
		n1 false (test_time = 2.06993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0002141)
	variant  1742/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 10)
		n1 false (test_time = 2.13084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164986)
	variant  1743/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 9)
		n1 false (test_time = 2.15028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant  1744/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 8)
		n1 false (test_time = 2.10834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000121832)
	variant  1745/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 7)
		n1 false (test_time = 2.12318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000106096)
	variant  1746/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 6)
		n1 false (test_time = 2.14891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000118017)
	variant  1747/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 5)
		n1 false (test_time = 2.17874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.91821e-05)
	variant  1748/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 4)
		n1 false (test_time = 2.20026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.60148e-05)
	variant  1749/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 3)
		n1 false (test_time = 2.04988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.96046e-06)
	variant  1750/26032 = ?(1,a(725,737)) ?(2,a(725,738)) ?(3,a(725,751)) ?(4,a(725,752)) ?(5,a(725,753)) ?(6,a(725,754)) ?(7,a(725,755)) ?(8,a(725,757)) ?(9,a(725,758)) ?(10,a(725,775)) ?(11,a(725,777)) ?(12,a(725,779)) ?(13,a(725,780)) ?(14,a(725,784)) ?(15,a(725,785)) ?(16,a(725,786)) ?(17,a(725,788)) ?(18,a(725,789)) ?(19,a(725,798)) ?(20,a(725,799)) ?(21,a(725,802)) ?(22,a(725,803)) ?(23,a(725,805)) ?(24,a(725,811)) ?(25,a(725,813)) ?(26,a(725,816)) ?(27,a(725,818)) ?(28,a(725,820)) ?(29,a(725,821)) ?(30,a(725,822)) ?(31,a(725,823)) ?(32,a(725,833)) ?(33,a(725,836)) ?(34,a(725,837)) ?(35,a(725,838)) ?(36,a(725,841)) ?(37,a(725,845)) ?(38,a(725,852)) ?(39,a(725,865)) ?(40,a(725,867)) ?(41,a(725,869)) ?(42,a(725,872)) ?(43,a(725,873)) ?(44,a(725,874)) ?(45,a(725,881)) ?(46,a(725,882)) ?(47,a(726,515)) ?(48,a(726,584)) ?(49,a(726,587)) ?(50,a(726,597))  (21 tests, cond 2)
		n1 false (test_time = 2.11424)
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 = 0.52755)
search: ww_adaptive: found best (time_taken = 0.000839949)
	variant  1751/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 1)
		n1 false (test_time = 2.72684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00264406)
	variant  1752/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 50)
		n1 false (test_time = 2.08946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188994)
	variant  1753/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 49)
		n1 false (test_time = 2.05331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170207)
	variant  1754/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 48)
		n1 false (test_time = 2.09794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152493)
	variant  1755/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 47)
		n1 false (test_time = 2.04315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174904)
	variant  1756/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 46)
		n1 false (test_time = 2.06458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177097)
	variant  1757/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 45)
		n1 false (test_time = 2.06042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213003)
	variant  1758/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 44)
		n1 false (test_time = 2.0701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220203)
	variant  1759/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 43)
		n1 false (test_time = 2.09638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020299)
	variant  1760/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 42)
		n1 false (test_time = 2.06849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022831)
	variant  1761/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 41)
		n1 false (test_time = 2.07404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239897)
	variant  1762/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 40)
		n1 false (test_time = 2.04972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127888)
	variant  1763/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 39)
		n1 false (test_time = 2.05696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128293)
	variant  1764/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 38)
		n1 false (test_time = 2.06186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131583)
	variant  1765/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 37)
		n1 false (test_time = 2.03963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155401)
	variant  1766/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 36)
		n1 false (test_time = 2.14766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122619)
	variant  1767/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 35)
		n1 false (test_time = 2.04028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119019)
	variant  1768/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 34)
		n1 false (test_time = 2.04892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011611)
	variant  1769/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 33)
		n1 false (test_time = 2.03899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000996113)
	variant  1770/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 32)
		n1 false (test_time = 2.0027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105309)
	variant  1771/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 31)
		n1 false (test_time = 2.06121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100493)
	variant  1772/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 30)
		n1 false (test_time = 2.03823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110698)
	variant  1773/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 29)
		n1 false (test_time = 2.06854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179601)
	variant  1774/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 28)
		n1 false (test_time = 2.02266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00426412)
	variant  1775/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 27)
		n1 false (test_time = 2.08709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0035882)
	variant  1776/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 26)
		n1 false (test_time = 2.15829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176287)
	variant  1777/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 25)
		n1 false (test_time = 2.01762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217795)
	variant  1778/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 24)
		n1 false (test_time = 2.07789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204515)
	variant  1779/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 23)
		n1 false (test_time = 2.01336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109911)
	variant  1780/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 22)
		n1 false (test_time = 2.03438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000988007)
	variant  1781/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 21)
		n1 false (test_time = 2.05731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000908136)
	variant  1782/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 20)
		n1 false (test_time = 2.03874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120497)
	variant  1783/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 19)
		n1 false (test_time = 2.10759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0009799)
	variant  1784/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 18)
		n1 false (test_time = 2.08291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000797033)
	variant  1785/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 17)
		n1 false (test_time = 2.07767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000337839)
	variant  1786/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 16)
		n1 false (test_time = 2.03632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00029397)
	variant  1787/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 15)
		n1 false (test_time = 2.04998)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00027895)
	variant  1788/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 14)
		n1 false (test_time = 2.04825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000273943)
	variant  1789/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 13)
		n1 false (test_time = 2.01846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221968)
	variant  1790/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 12)
		n1 false (test_time = 2.09874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208139)
	variant  1791/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 11)
		n1 false (test_time = 2.01106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000197172)
	variant  1792/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 10)
		n1 false (test_time = 2.02009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000166178)
	variant  1793/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 9)
		n1 false (test_time = 2.01899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000143766)
	variant  1794/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 8)
		n1 false (test_time = 2.03118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133991)
	variant  1795/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 7)
		n1 false (test_time = 2.12572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00012517)
	variant  1796/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 6)
		n1 false (test_time = 2.00943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.29832e-05)
	variant  1797/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 5)
		n1 false (test_time = 2.0833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.08103e-05)
	variant  1798/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 4)
		n1 false (test_time = 2.01058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.01086e-05)
	variant  1799/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 3)
		n1 false (test_time = 1.99361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1800/26032 = ?(1,a(724,841)) ?(2,a(724,845)) ?(3,a(724,852)) ?(4,a(724,853)) ?(5,a(724,854)) ?(6,a(724,865)) ?(7,a(724,867)) ?(8,a(724,869)) ?(9,a(724,870)) ?(10,a(724,871)) ?(11,a(724,872)) ?(12,a(724,873)) ?(13,a(724,874)) ?(14,a(724,876)) ?(15,a(724,877)) ?(16,a(724,880)) ?(17,a(724,881)) ?(18,a(724,882)) ?(19,a(725,598)) ?(20,a(725,618)) ?(21,a(725,619)) ?(22,a(725,641)) ?(23,a(725,642)) ?(24,a(725,645)) ?(25,a(725,646)) ?(26,a(725,647)) ?(27,a(725,648)) ?(28,a(725,656)) ?(29,a(725,659)) ?(30,a(725,662)) ?(31,a(725,663)) ?(32,a(725,664)) ?(33,a(725,667)) ?(34,a(725,668)) ?(35,a(725,671)) ?(36,a(725,672)) ?(37,a(725,674)) ?(38,a(725,678)) ?(39,a(725,679)) ?(40,a(725,699)) ?(41,a(725,700)) ?(42,a(725,703)) ?(43,a(725,704)) ?(44,a(725,705)) ?(45,a(725,708)) ?(46,a(725,711)) ?(47,a(725,724)) ?(48,a(725,725)) ?(49,a(725,728)) ?(50,a(725,729))  (21 tests, cond 2)
		n1 false (test_time = 2.06136)
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 = 0.496818)
search: ww_adaptive: found best (time_taken = 0.000946999)
	variant  1801/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 1)
		n1 false (test_time = 2.69661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162816)
	variant  1802/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 50)
		n1 false (test_time = 2.05199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153899)
	variant  1803/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 49)
		n1 false (test_time = 2.10265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212908)
	variant  1804/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 48)
		n1 false (test_time = 2.13328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237203)
	variant  1805/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 47)
		n1 false (test_time = 2.0843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177407)
	variant  1806/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 46)
		n1 false (test_time = 2.20592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00261593)
	variant  1807/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 45)
		n1 false (test_time = 2.05138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020678)
	variant  1808/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 44)
		n1 false (test_time = 2.03988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016098)
	variant  1809/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 43)
		n1 false (test_time = 2.11262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001441)
	variant  1810/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 42)
		n1 false (test_time = 2.09561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012958)
	variant  1811/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 41)
		n1 false (test_time = 2.1075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001544)
	variant  1812/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 40)
		n1 false (test_time = 2.11302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118303)
	variant  1813/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 39)
		n1 false (test_time = 2.06069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134492)
	variant  1814/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 38)
		n1 false (test_time = 2.12759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126696)
	variant  1815/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 37)
		n1 false (test_time = 2.08755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121403)
	variant  1816/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 36)
		n1 false (test_time = 2.05654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149894)
	variant  1817/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 35)
		n1 false (test_time = 2.06925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149202)
	variant  1818/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 34)
		n1 false (test_time = 2.07653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106096)
	variant  1819/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 33)
		n1 false (test_time = 2.08826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125003)
	variant  1820/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 32)
		n1 false (test_time = 2.09353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100994)
	variant  1821/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 31)
		n1 false (test_time = 2.04368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104308)
	variant  1822/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 30)
		n1 false (test_time = 2.07204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222588)
	variant  1823/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 29)
		n1 false (test_time = 2.12907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00341892)
	variant  1824/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 28)
		n1 false (test_time = 2.06476)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221586)
	variant  1825/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 27)
		n1 false (test_time = 2.06009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213408)
	variant  1826/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 26)
		n1 false (test_time = 2.05486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198698)
	variant  1827/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 25)
		n1 false (test_time = 2.04865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220394)
	variant  1828/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 24)
		n1 false (test_time = 2.01702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101399)
	variant  1829/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 23)
		n1 false (test_time = 2.06031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000978947)
	variant  1830/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 22)
		n1 false (test_time = 2.07408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103188)
	variant  1831/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 21)
		n1 false (test_time = 2.0717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112891)
	variant  1832/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 20)
		n1 false (test_time = 2.15877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00092411)
	variant  1833/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 19)
		n1 false (test_time = 2.08551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014329)
	variant  1834/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 18)
		n1 false (test_time = 2.09562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000346899)
	variant  1835/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 17)
		n1 false (test_time = 2.10316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000330925)
	variant  1836/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 16)
		n1 false (test_time = 2.14398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000298023)
	variant  1837/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 15)
		n1 false (test_time = 2.11929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000374794)
	variant  1838/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 14)
		n1 false (test_time = 2.04054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000280142)
	variant  1839/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 13)
		n1 false (test_time = 2.03267)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221014)
	variant  1840/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 12)
		n1 false (test_time = 2.11508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000218868)
	variant  1841/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 11)
		n1 false (test_time = 2.06685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000210047)
	variant  1842/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 10)
		n1 false (test_time = 2.159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169039)
	variant  1843/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 9)
		n1 false (test_time = 2.09258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164032)
	variant  1844/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 8)
		n1 false (test_time = 2.04022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00026989)
	variant  1845/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 7)
		n1 false (test_time = 2.06594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000132799)
	variant  1846/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 6)
		n1 false (test_time = 2.06252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.58307e-05)
	variant  1847/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 5)
		n1 false (test_time = 2.08225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.60555e-05)
	variant  1848/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 4)
		n1 false (test_time = 2.07933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.88894e-05)
	variant  1849/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 3)
		n1 false (test_time = 2.08678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1850/26032 = ?(1,a(724,700)) ?(2,a(724,703)) ?(3,a(724,704)) ?(4,a(724,705)) ?(5,a(724,707)) ?(6,a(724,708)) ?(7,a(724,709)) ?(8,a(724,711)) ?(9,a(724,724)) ?(10,a(724,725)) ?(11,a(724,726)) ?(12,a(724,728)) ?(13,a(724,729)) ?(14,a(724,737)) ?(15,a(724,738)) ?(16,a(724,751)) ?(17,a(724,752)) ?(18,a(724,753)) ?(19,a(724,754)) ?(20,a(724,755)) ?(21,a(724,757)) ?(22,a(724,758)) ?(23,a(724,775)) ?(24,a(724,777)) ?(25,a(724,779)) ?(26,a(724,780)) ?(27,a(724,784)) ?(28,a(724,785)) ?(29,a(724,786)) ?(30,a(724,788)) ?(31,a(724,789)) ?(32,a(724,798)) ?(33,a(724,799)) ?(34,a(724,802)) ?(35,a(724,803)) ?(36,a(724,805)) ?(37,a(724,811)) ?(38,a(724,813)) ?(39,a(724,816)) ?(40,a(724,818)) ?(41,a(724,820)) ?(42,a(724,821)) ?(43,a(724,822)) ?(44,a(724,823)) ?(45,a(724,831)) ?(46,a(724,833)) ?(47,a(724,836)) ?(48,a(724,837)) ?(49,a(724,838)) ?(50,a(724,839))  (21 tests, cond 2)
		n1 false (test_time = 2.0583)
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 = 0.512728)
search: ww_adaptive: found best (time_taken = 0.000825882)
	variant  1851/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 1)
		n1 false (test_time = 2.80186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152683)
	variant  1852/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 50)
		n1 false (test_time = 2.01745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209284)
	variant  1853/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 49)
		n1 false (test_time = 2.01849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191212)
	variant  1854/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 48)
		n1 false (test_time = 2.05571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00266504)
	variant  1855/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 47)
		n1 false (test_time = 2.00772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239491)
	variant  1856/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 46)
		n1 false (test_time = 2.13799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149703)
	variant  1857/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 45)
		n1 false (test_time = 2.00868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166607)
	variant  1858/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 44)
		n1 false (test_time = 2.01891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236702)
	variant  1859/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 43)
		n1 false (test_time = 2.04716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00309014)
	variant  1860/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 42)
		n1 false (test_time = 2.07089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198007)
	variant  1861/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 41)
		n1 false (test_time = 2.02214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120592)
	variant  1862/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 40)
		n1 false (test_time = 2.02311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168085)
	variant  1863/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 39)
		n1 false (test_time = 2.02454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147986)
	variant  1864/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 38)
		n1 false (test_time = 2.01559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123715)
	variant  1865/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 37)
		n1 false (test_time = 2.07032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124383)
	variant  1866/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 36)
		n1 false (test_time = 2.00106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124598)
	variant  1867/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 35)
		n1 false (test_time = 2.02816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104499)
	variant  1868/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 34)
		n1 false (test_time = 2.19186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109887)
	variant  1869/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 33)
		n1 false (test_time = 2.02142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106502)
	variant  1870/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 32)
		n1 false (test_time = 2.0164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104809)
	variant  1871/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 31)
		n1 false (test_time = 2.02079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00426984)
	variant  1872/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 30)
		n1 false (test_time = 1.99762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00483012)
	variant  1873/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 29)
		n1 false (test_time = 2.08473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0124309)
	variant  1874/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 28)
		n1 false (test_time = 2.02973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236988)
	variant  1875/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 27)
		n1 false (test_time = 2.03538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00210118)
	variant  1876/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 26)
		n1 false (test_time = 2.03628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213695)
	variant  1877/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 25)
		n1 false (test_time = 2.02819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016439)
	variant  1878/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 24)
		n1 false (test_time = 2.05182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105596)
	variant  1879/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 23)
		n1 false (test_time = 2.00156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000954866)
	variant  1880/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 22)
		n1 false (test_time = 1.99691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111103)
	variant  1881/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 21)
		n1 false (test_time = 1.98668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176382)
	variant  1882/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 20)
		n1 false (test_time = 1.99542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152683)
	variant  1883/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 19)
		n1 false (test_time = 2.00434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000756025)
	variant  1884/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 18)
		n1 false (test_time = 2.01978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000333071)
	variant  1885/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 17)
		n1 false (test_time = 2.03925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000306129)
	variant  1886/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 16)
		n1 false (test_time = 1.97612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319004)
	variant  1887/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 15)
		n1 false (test_time = 2.01025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000271082)
	variant  1888/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 14)
		n1 false (test_time = 2.10959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000320911)
	variant  1889/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 13)
		n1 false (test_time = 2.11319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000229836)
	variant  1890/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 12)
		n1 false (test_time = 2.13503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000239849)
	variant  1891/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 11)
		n1 false (test_time = 2.04846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200033)
	variant  1892/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 10)
		n1 false (test_time = 2.05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000173092)
	variant  1893/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 9)
		n1 false (test_time = 2.06133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000159025)
	variant  1894/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 8)
		n1 false (test_time = 2.03827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000140905)
	variant  1895/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 7)
		n1 false (test_time = 2.09423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00010705)
	variant  1896/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 6)
		n1 false (test_time = 2.04253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.20296e-05)
	variant  1897/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 5)
		n1 false (test_time = 2.06206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.8903e-05)
	variant  1898/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 4)
		n1 false (test_time = 2.04319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.81606e-05)
	variant  1899/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 3)
		n1 false (test_time = 2.00209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.19209e-05)
	variant  1900/26032 = ?(1,a(723,836)) ?(2,a(723,837)) ?(3,a(723,838)) ?(4,a(723,839)) ?(5,a(723,841)) ?(6,a(723,845)) ?(7,a(723,852)) ?(8,a(723,853)) ?(9,a(723,854)) ?(10,a(723,865)) ?(11,a(723,867)) ?(12,a(723,869)) ?(13,a(723,870)) ?(14,a(723,871)) ?(15,a(723,872)) ?(16,a(723,873)) ?(17,a(723,874)) ?(18,a(723,876)) ?(19,a(723,877)) ?(20,a(723,880)) ?(21,a(723,881)) ?(22,a(723,882)) ?(23,a(724,584)) ?(24,a(724,587)) ?(25,a(724,597)) ?(26,a(724,598)) ?(27,a(724,618)) ?(28,a(724,619)) ?(29,a(724,641)) ?(30,a(724,642)) ?(31,a(724,644)) ?(32,a(724,645)) ?(33,a(724,646)) ?(34,a(724,647)) ?(35,a(724,648)) ?(36,a(724,656)) ?(37,a(724,659)) ?(38,a(724,662)) ?(39,a(724,663)) ?(40,a(724,664)) ?(41,a(724,667)) ?(42,a(724,668)) ?(43,a(724,671)) ?(44,a(724,672)) ?(45,a(724,674)) ?(46,a(724,678)) ?(47,a(724,679)) ?(48,a(724,690)) ?(49,a(724,697)) ?(50,a(724,699))  (21 tests, cond 2)
		n1 false (test_time = 2.12331)
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 = 0.519701)
search: ww_adaptive: found best (time_taken = 0.000807047)
	variant  1901/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 1)
		n1 false (test_time = 2.77365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00293398)
	variant  1902/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 50)
		n1 false (test_time = 2.11502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00251198)
	variant  1903/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 49)
		n1 false (test_time = 2.10976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157905)
	variant  1904/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 48)
		n1 false (test_time = 2.11769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156283)
	variant  1905/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 47)
		n1 false (test_time = 2.10534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190997)
	variant  1906/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 46)
		n1 false (test_time = 2.16812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00248194)
	variant  1907/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 45)
		n1 false (test_time = 2.09861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00247216)
	variant  1908/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 44)
		n1 false (test_time = 2.15459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246096)
	variant  1909/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 43)
		n1 false (test_time = 2.15027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173497)
	variant  1910/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 42)
		n1 false (test_time = 2.1237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00247192)
	variant  1911/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 41)
		n1 false (test_time = 2.11599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211)
	variant  1912/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 40)
		n1 false (test_time = 2.11027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119495)
	variant  1913/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 39)
		n1 false (test_time = 2.2109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114894)
	variant  1914/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 38)
		n1 false (test_time = 2.07508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141311)
	variant  1915/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 37)
		n1 false (test_time = 2.1031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145006)
	variant  1916/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 36)
		n1 false (test_time = 2.19049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205517)
	variant  1917/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 35)
		n1 false (test_time = 2.13927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128508)
	variant  1918/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 34)
		n1 false (test_time = 2.13484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107908)
	variant  1919/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 33)
		n1 false (test_time = 2.08735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011189)
	variant  1920/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 32)
		n1 false (test_time = 2.1913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168514)
	variant  1921/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 31)
		n1 false (test_time = 2.08669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137591)
	variant  1922/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 30)
		n1 false (test_time = 2.1306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000980139)
	variant  1923/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 29)
		n1 false (test_time = 2.15088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000954866)
	variant  1924/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 28)
		n1 false (test_time = 2.32579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110197)
	variant  1925/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 27)
		n1 false (test_time = 2.31775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137401)
	variant  1926/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 26)
		n1 false (test_time = 2.24711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00263906)
	variant  1927/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 25)
		n1 false (test_time = 2.28828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00483084)
	variant  1928/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 24)
		n1 false (test_time = 2.2537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00318599)
	variant  1929/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 23)
		n1 false (test_time = 2.2787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135589)
	variant  1930/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 22)
		n1 false (test_time = 2.27184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00316)
	variant  1931/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 21)
		n1 false (test_time = 2.28555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245094)
	variant  1932/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 20)
		n1 false (test_time = 2.18012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160599)
	variant  1933/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 19)
		n1 false (test_time = 2.28666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000357151)
	variant  1934/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 18)
		n1 false (test_time = 2.14389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000323057)
	variant  1935/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 17)
		n1 false (test_time = 2.01145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000305891)
	variant  1936/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 16)
		n1 false (test_time = 2.13272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000390053)
	variant  1937/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 15)
		n1 false (test_time = 2.06605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267982)
	variant  1938/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 14)
		n1 false (test_time = 2.09116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000290871)
	variant  1939/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 13)
		n1 false (test_time = 2.1287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000285864)
	variant  1940/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 12)
		n1 false (test_time = 2.08292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0002141)
	variant  1941/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 11)
		n1 false (test_time = 2.11857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000186205)
	variant  1942/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 10)
		n1 false (test_time = 2.18152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000184059)
	variant  1943/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 9)
		n1 false (test_time = 2.16673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  1944/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 8)
		n1 false (test_time = 2.04239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  1945/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 7)
		n1 false (test_time = 2.05775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000110149)
	variant  1946/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 6)
		n1 false (test_time = 2.11023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.799e-05)
	variant  1947/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 5)
		n1 false (test_time = 2.06207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.4877e-05)
	variant  1948/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 4)
		n1 false (test_time = 2.11364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.38962e-05)
	variant  1949/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 3)
		n1 false (test_time = 2.04991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  1950/26032 = ?(1,a(723,728)) ?(2,a(723,729)) ?(3,a(723,730)) ?(4,a(723,732)) ?(5,a(723,734)) ?(6,a(723,736)) ?(7,a(723,737)) ?(8,a(723,738)) ?(9,a(723,751)) ?(10,a(723,752)) ?(11,a(723,753)) ?(12,a(723,754)) ?(13,a(723,755)) ?(14,a(723,756)) ?(15,a(723,757)) ?(16,a(723,758)) ?(17,a(723,759)) ?(18,a(723,775)) ?(19,a(723,776)) ?(20,a(723,777)) ?(21,a(723,778)) ?(22,a(723,779)) ?(23,a(723,780)) ?(24,a(723,781)) ?(25,a(723,784)) ?(26,a(723,785)) ?(27,a(723,786)) ?(28,a(723,787)) ?(29,a(723,788)) ?(30,a(723,789)) ?(31,a(723,790)) ?(32,a(723,798)) ?(33,a(723,799)) ?(34,a(723,801)) ?(35,a(723,802)) ?(36,a(723,803)) ?(37,a(723,805)) ?(38,a(723,811)) ?(39,a(723,813)) ?(40,a(723,814)) ?(41,a(723,815)) ?(42,a(723,816)) ?(43,a(723,818)) ?(44,a(723,819)) ?(45,a(723,820)) ?(46,a(723,821)) ?(47,a(723,822)) ?(48,a(723,823)) ?(49,a(723,831)) ?(50,a(723,833))  (21 tests, cond 2)
		n1 false (test_time = 2.05547)
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 = 0.520304)
search: ww_adaptive: found best (time_taken = 0.000791073)
	variant  1951/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 1)
		n1 false (test_time = 2.63849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141907)
	variant  1952/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 50)
		n1 false (test_time = 2.0098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139809)
	variant  1953/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 49)
		n1 false (test_time = 2.01821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135803)
	variant  1954/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 48)
		n1 false (test_time = 2.01652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171399)
	variant  1955/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 47)
		n1 false (test_time = 2.01943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00367379)
	variant  1956/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 46)
		n1 false (test_time = 1.9946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00373602)
	variant  1957/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 45)
		n1 false (test_time = 2.03763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0026021)
	variant  1958/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 44)
		n1 false (test_time = 1.99766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239897)
	variant  1959/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 43)
		n1 false (test_time = 2.02389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00270796)
	variant  1960/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 42)
		n1 false (test_time = 2.03481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203419)
	variant  1961/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 41)
		n1 false (test_time = 2.0088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135207)
	variant  1962/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 40)
		n1 false (test_time = 2.01613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123692)
	variant  1963/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 39)
		n1 false (test_time = 2.03838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176501)
	variant  1964/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 38)
		n1 false (test_time = 2.01236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155401)
	variant  1965/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 37)
		n1 false (test_time = 2.01022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00231409)
	variant  1966/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 36)
		n1 false (test_time = 2.00785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198579)
	variant  1967/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 35)
		n1 false (test_time = 2.00769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233412)
	variant  1968/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 34)
		n1 false (test_time = 2.05297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198984)
	variant  1969/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 33)
		n1 false (test_time = 2.01597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100589)
	variant  1970/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 32)
		n1 false (test_time = 2.08137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110602)
	variant  1971/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 31)
		n1 false (test_time = 2.09812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104189)
	variant  1972/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 30)
		n1 false (test_time = 2.10631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130105)
	variant  1973/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 29)
		n1 false (test_time = 2.04245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000951052)
	variant  1974/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 28)
		n1 false (test_time = 1.99115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121403)
	variant  1975/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 27)
		n1 false (test_time = 2.01631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001122)
	variant  1976/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 26)
		n1 false (test_time = 2.01551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100207)
	variant  1977/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 25)
		n1 false (test_time = 2.12372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000970125)
	variant  1978/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 24)
		n1 false (test_time = 2.01571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000939131)
	variant  1979/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 23)
		n1 false (test_time = 2.09723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000810146)
	variant  1980/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 22)
		n1 false (test_time = 2.04052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000830889)
	variant  1981/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 21)
		n1 false (test_time = 2.06361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000808954)
	variant  1982/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 20)
		n1 false (test_time = 2.05158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000804901)
	variant  1983/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 19)
		n1 false (test_time = 2.01699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000377893)
	variant  1984/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 18)
		n1 false (test_time = 2.13896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000349045)
	variant  1985/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 17)
		n1 false (test_time = 2.02386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319958)
	variant  1986/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 16)
		n1 false (test_time = 2.09168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000323057)
	variant  1987/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 15)
		n1 false (test_time = 2.03297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000283003)
	variant  1988/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 14)
		n1 false (test_time = 2.03473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265837)
	variant  1989/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 13)
		n1 false (test_time = 2.02667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000289202)
	variant  1990/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 12)
		n1 false (test_time = 2.08084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019908)
	variant  1991/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 11)
		n1 false (test_time = 2.05563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000206947)
	variant  1992/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 10)
		n1 false (test_time = 2.02104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000173807)
	variant  1993/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 9)
		n1 false (test_time = 2.08487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000148058)
	variant  1994/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 8)
		n1 false (test_time = 2.04313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  1995/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 7)
		n1 false (test_time = 2.0038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000112057)
	variant  1996/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 6)
		n1 false (test_time = 2.12449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  1997/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 5)
		n1 false (test_time = 2.03355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.38962e-05)
	variant  1998/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 4)
		n1 false (test_time = 2.08811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.6982e-05)
	variant  1999/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 3)
		n1 false (test_time = 2.16991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2000/26032 = ?(1,a(723,642)) ?(2,a(723,643)) ?(3,a(723,644)) ?(4,a(723,645)) ?(5,a(723,646)) ?(6,a(723,647)) ?(7,a(723,648)) ?(8,a(723,651)) ?(9,a(723,654)) ?(10,a(723,656)) ?(11,a(723,657)) ?(12,a(723,659)) ?(13,a(723,661)) ?(14,a(723,662)) ?(15,a(723,663)) ?(16,a(723,664)) ?(17,a(723,665)) ?(18,a(723,666)) ?(19,a(723,667)) ?(20,a(723,668)) ?(21,a(723,670)) ?(22,a(723,671)) ?(23,a(723,672)) ?(24,a(723,673)) ?(25,a(723,674)) ?(26,a(723,675)) ?(27,a(723,678)) ?(28,a(723,679)) ?(29,a(723,690)) ?(30,a(723,693)) ?(31,a(723,695)) ?(32,a(723,697)) ?(33,a(723,698)) ?(34,a(723,699)) ?(35,a(723,700)) ?(36,a(723,703)) ?(37,a(723,704)) ?(38,a(723,705)) ?(39,a(723,707)) ?(40,a(723,708)) ?(41,a(723,709)) ?(42,a(723,710)) ?(43,a(723,711)) ?(44,a(723,713)) ?(45,a(723,715)) ?(46,a(723,723)) ?(47,a(723,724)) ?(48,a(723,725)) ?(49,a(723,726)) ?(50,a(723,727))  (21 tests, cond 2)
		n1 false (test_time = 2.06798)
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 = 0.519788)
search: ww_adaptive: found best (time_taken = 0.00077796)
	variant  2001/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 1)
		n1 false (test_time = 2.75042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181389)
	variant  2002/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 50)
		n1 false (test_time = 2.01848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141406)
	variant  2003/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 49)
		n1 false (test_time = 2.08395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222397)
	variant  2004/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 48)
		n1 false (test_time = 2.06975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163698)
	variant  2005/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 47)
		n1 false (test_time = 2.06536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198603)
	variant  2006/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 46)
		n1 false (test_time = 2.13738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138593)
	variant  2007/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 45)
		n1 false (test_time = 2.03254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133491)
	variant  2008/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 44)
		n1 false (test_time = 2.05984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121999)
	variant  2009/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 43)
		n1 false (test_time = 2.03338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128293)
	variant  2010/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 42)
		n1 false (test_time = 2.08024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127482)
	variant  2011/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 41)
		n1 false (test_time = 2.05004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119114)
	variant  2012/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 40)
		n1 false (test_time = 2.04764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116801)
	variant  2013/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 39)
		n1 false (test_time = 2.02287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238395)
	variant  2014/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 38)
		n1 false (test_time = 2.04158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00366306)
	variant  2015/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 37)
		n1 false (test_time = 2.05068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245905)
	variant  2016/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 36)
		n1 false (test_time = 2.02231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00240493)
	variant  2017/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 35)
		n1 false (test_time = 2.11575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002213)
	variant  2018/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 34)
		n1 false (test_time = 2.02389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190187)
	variant  2019/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 33)
		n1 false (test_time = 2.03133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121117)
	variant  2020/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 32)
		n1 false (test_time = 2.03551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115085)
	variant  2021/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 31)
		n1 false (test_time = 2.04654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167704)
	variant  2022/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 30)
		n1 false (test_time = 2.06373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020678)
	variant  2023/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 29)
		n1 false (test_time = 2.07714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129604)
	variant  2024/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 28)
		n1 false (test_time = 2.02115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139594)
	variant  2025/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 27)
		n1 false (test_time = 2.02871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159502)
	variant  2026/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 26)
		n1 false (test_time = 2.03688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131583)
	variant  2027/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 25)
		n1 false (test_time = 2.15417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124598)
	variant  2028/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 24)
		n1 false (test_time = 2.03647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114012)
	variant  2029/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 23)
		n1 false (test_time = 2.05459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201297)
	variant  2030/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 22)
		n1 false (test_time = 2.15385)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198913)
	variant  2031/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 21)
		n1 false (test_time = 2.04229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002424)
	variant  2032/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 20)
		n1 false (test_time = 2.0448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205588)
	variant  2033/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 19)
		n1 false (test_time = 2.02679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000342131)
	variant  2034/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 18)
		n1 false (test_time = 2.01896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000434875)
	variant  2035/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 17)
		n1 false (test_time = 2.01359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000341177)
	variant  2036/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 16)
		n1 false (test_time = 2.05613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000311852)
	variant  2037/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 15)
		n1 false (test_time = 2.0616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000301123)
	variant  2038/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 14)
		n1 false (test_time = 2.08588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241995)
	variant  2039/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 13)
		n1 false (test_time = 2.09924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231028)
	variant  2040/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 12)
		n1 false (test_time = 2.03752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221014)
	variant  2041/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 11)
		n1 false (test_time = 2.06734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000201941)
	variant  2042/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 10)
		n1 false (test_time = 2.09946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000172138)
	variant  2043/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 9)
		n1 false (test_time = 2.0508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000156879)
	variant  2044/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 8)
		n1 false (test_time = 2.078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000134945)
	variant  2045/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 7)
		n1 false (test_time = 2.02963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000109911)
	variant  2046/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 6)
		n1 false (test_time = 2.06712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.41618e-05)
	variant  2047/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 5)
		n1 false (test_time = 2.08433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.69956e-05)
	variant  2048/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 4)
		n1 false (test_time = 2.08677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.19753e-05)
	variant  2049/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 3)
		n1 false (test_time = 2.07318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2050/26032 = ?(1,a(722,789)) ?(2,a(722,790)) ?(3,a(722,798)) ?(4,a(722,799)) ?(5,a(722,801)) ?(6,a(722,802)) ?(7,a(722,803)) ?(8,a(722,805)) ?(9,a(722,811)) ?(10,a(722,813)) ?(11,a(722,814)) ?(12,a(722,815)) ?(13,a(722,816)) ?(14,a(722,818)) ?(15,a(722,819)) ?(16,a(722,820)) ?(17,a(722,821)) ?(18,a(722,822)) ?(19,a(722,823)) ?(20,a(722,831)) ?(21,a(722,833)) ?(22,a(722,836)) ?(23,a(722,837)) ?(24,a(722,838)) ?(25,a(722,839)) ?(26,a(722,841)) ?(27,a(722,845)) ?(28,a(722,852)) ?(29,a(722,853)) ?(30,a(722,854)) ?(31,a(722,865)) ?(32,a(722,867)) ?(33,a(722,869)) ?(34,a(722,870)) ?(35,a(722,871)) ?(36,a(722,872)) ?(37,a(722,873)) ?(38,a(722,874)) ?(39,a(722,876)) ?(40,a(722,877)) ?(41,a(722,880)) ?(42,a(722,881)) ?(43,a(722,882)) ?(44,a(723,584)) ?(45,a(723,587)) ?(46,a(723,597)) ?(47,a(723,598)) ?(48,a(723,618)) ?(49,a(723,619)) ?(50,a(723,641))  (21 tests, cond 2)
		n1 false (test_time = 2.10689)
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 = 0.514301)
search: ww_adaptive: found best (time_taken = 0.000883818)
	variant  2051/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 1)
		n1 false (test_time = 2.73159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274897)
	variant  2052/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 50)
		n1 false (test_time = 2.088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0025351)
	variant  2053/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 49)
		n1 false (test_time = 2.10763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00296187)
	variant  2054/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 48)
		n1 false (test_time = 2.10163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018208)
	variant  2055/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 47)
		n1 false (test_time = 2.16515)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001472)
	variant  2056/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 46)
		n1 false (test_time = 2.03189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145411)
	variant  2057/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 45)
		n1 false (test_time = 2.0903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177598)
	variant  2058/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 44)
		n1 false (test_time = 2.1347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195193)
	variant  2059/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 43)
		n1 false (test_time = 2.0413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245404)
	variant  2060/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 42)
		n1 false (test_time = 2.13334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188804)
	variant  2061/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 41)
		n1 false (test_time = 2.02007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161004)
	variant  2062/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 40)
		n1 false (test_time = 2.07763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144386)
	variant  2063/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 39)
		n1 false (test_time = 2.15319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019629)
	variant  2064/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 38)
		n1 false (test_time = 2.0666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205302)
	variant  2065/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 37)
		n1 false (test_time = 2.06768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202394)
	variant  2066/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 36)
		n1 false (test_time = 2.06625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171709)
	variant  2067/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 35)
		n1 false (test_time = 2.11448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123692)
	variant  2068/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 34)
		n1 false (test_time = 2.08798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141883)
	variant  2069/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 33)
		n1 false (test_time = 2.05443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121617)
	variant  2070/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 32)
		n1 false (test_time = 2.07255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120091)
	variant  2071/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 31)
		n1 false (test_time = 2.09075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105596)
	variant  2072/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 30)
		n1 false (test_time = 2.06473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105786)
	variant  2073/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 29)
		n1 false (test_time = 2.05547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000905991)
	variant  2074/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 28)
		n1 false (test_time = 2.01759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000967979)
	variant  2075/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 27)
		n1 false (test_time = 2.09947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000913143)
	variant  2076/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 26)
		n1 false (test_time = 2.07259)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000920057)
	variant  2077/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 25)
		n1 false (test_time = 2.0871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000963926)
	variant  2078/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 24)
		n1 false (test_time = 2.03471)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0033102)
	variant  2079/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 23)
		n1 false (test_time = 2.10283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0034821)
	variant  2080/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 22)
		n1 false (test_time = 2.03905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00189686)
	variant  2081/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 21)
		n1 false (test_time = 2.05403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197721)
	variant  2082/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 20)
		n1 false (test_time = 2.06999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000379086)
	variant  2083/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 19)
		n1 false (test_time = 2.18836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000367165)
	variant  2084/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 18)
		n1 false (test_time = 2.1101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334978)
	variant  2085/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 17)
		n1 false (test_time = 2.0633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000315905)
	variant  2086/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 16)
		n1 false (test_time = 2.05826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000337839)
	variant  2087/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 15)
		n1 false (test_time = 2.09427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000298023)
	variant  2088/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 14)
		n1 false (test_time = 2.08456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000252008)
	variant  2089/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 13)
		n1 false (test_time = 2.08758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030303)
	variant  2090/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 12)
		n1 false (test_time = 2.07802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000224113)
	variant  2091/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 11)
		n1 false (test_time = 2.05579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000180006)
	variant  2092/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 10)
		n1 false (test_time = 2.05253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174999)
	variant  2093/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 9)
		n1 false (test_time = 2.05738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  2094/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 8)
		n1 false (test_time = 2.12685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000134945)
	variant  2095/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 7)
		n1 false (test_time = 2.09189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  2096/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 6)
		n1 false (test_time = 2.11891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.70364e-05)
	variant  2097/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 5)
		n1 false (test_time = 2.07224)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  2098/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 4)
		n1 false (test_time = 2.15117)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.31538e-05)
	variant  2099/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 3)
		n1 false (test_time = 2.07026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  2100/26032 = ?(1,a(722,695)) ?(2,a(722,697)) ?(3,a(722,698)) ?(4,a(722,699)) ?(5,a(722,700)) ?(6,a(722,701)) ?(7,a(722,703)) ?(8,a(722,704)) ?(9,a(722,705)) ?(10,a(722,707)) ?(11,a(722,708)) ?(12,a(722,709)) ?(13,a(722,710)) ?(14,a(722,711)) ?(15,a(722,713)) ?(16,a(722,715)) ?(17,a(722,723)) ?(18,a(722,724)) ?(19,a(722,725)) ?(20,a(722,726)) ?(21,a(722,727)) ?(22,a(722,728)) ?(23,a(722,729)) ?(24,a(722,730)) ?(25,a(722,732)) ?(26,a(722,734)) ?(27,a(722,736)) ?(28,a(722,737)) ?(29,a(722,738)) ?(30,a(722,751)) ?(31,a(722,752)) ?(32,a(722,753)) ?(33,a(722,754)) ?(34,a(722,755)) ?(35,a(722,756)) ?(36,a(722,757)) ?(37,a(722,758)) ?(38,a(722,759)) ?(39,a(722,775)) ?(40,a(722,776)) ?(41,a(722,777)) ?(42,a(722,778)) ?(43,a(722,779)) ?(44,a(722,780)) ?(45,a(722,781)) ?(46,a(722,784)) ?(47,a(722,785)) ?(48,a(722,786)) ?(49,a(722,787)) ?(50,a(722,788))  (21 tests, cond 2)
		n1 false (test_time = 2.07834)
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 = 0.48849)
search: ww_adaptive: found best (time_taken = 0.00134301)
	variant  2101/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 1)
		n1 false (test_time = 2.69491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153804)
	variant  2102/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 50)
		n1 false (test_time = 2.0504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137711)
	variant  2103/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 49)
		n1 false (test_time = 1.99802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241709)
	variant  2104/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 48)
		n1 false (test_time = 2.03744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255799)
	variant  2105/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 47)
		n1 false (test_time = 2.01216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143886)
	variant  2106/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 46)
		n1 false (test_time = 2.02497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144815)
	variant  2107/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 45)
		n1 false (test_time = 2.06072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162315)
	variant  2108/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 44)
		n1 false (test_time = 2.03642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130415)
	variant  2109/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 43)
		n1 false (test_time = 2.01694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001194)
	variant  2110/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 42)
		n1 false (test_time = 2.12031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134802)
	variant  2111/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 41)
		n1 false (test_time = 2.05558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011611)
	variant  2112/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 40)
		n1 false (test_time = 2.05669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00309205)
	variant  2113/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 39)
		n1 false (test_time = 2.06924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00461912)
	variant  2114/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 38)
		n1 false (test_time = 2.09865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00369811)
	variant  2115/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 37)
		n1 false (test_time = 2.03403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106621)
	variant  2116/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 36)
		n1 false (test_time = 1.98936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225997)
	variant  2117/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 35)
		n1 false (test_time = 2.00905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222898)
	variant  2118/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 34)
		n1 false (test_time = 2.01839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002033)
	variant  2119/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 33)
		n1 false (test_time = 2.01548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116992)
	variant  2120/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 32)
		n1 false (test_time = 2.07776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112391)
	variant  2121/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 31)
		n1 false (test_time = 2.03996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101089)
	variant  2122/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 30)
		n1 false (test_time = 2.17617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110197)
	variant  2123/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 29)
		n1 false (test_time = 2.01982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168896)
	variant  2124/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 28)
		n1 false (test_time = 2.0695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160408)
	variant  2125/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 27)
		n1 false (test_time = 2.05338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015769)
	variant  2126/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 26)
		n1 false (test_time = 2.02803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167394)
	variant  2127/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 25)
		n1 false (test_time = 2.08698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196004)
	variant  2128/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 24)
		n1 false (test_time = 2.04194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202799)
	variant  2129/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 23)
		n1 false (test_time = 2.04265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192595)
	variant  2130/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 22)
		n1 false (test_time = 2.11383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000956059)
	variant  2131/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 21)
		n1 false (test_time = 2.04441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000938892)
	variant  2132/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 20)
		n1 false (test_time = 2.04324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000380993)
	variant  2133/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 19)
		n1 false (test_time = 2.01571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365019)
	variant  2134/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 18)
		n1 false (test_time = 2.09796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334024)
	variant  2135/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 17)
		n1 false (test_time = 2.03399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334978)
	variant  2136/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 16)
		n1 false (test_time = 2.02704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000283957)
	variant  2137/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 15)
		n1 false (test_time = 2.03619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000308037)
	variant  2138/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 14)
		n1 false (test_time = 2.05821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267982)
	variant  2139/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 13)
		n1 false (test_time = 2.15889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000303984)
	variant  2140/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 12)
		n1 false (test_time = 2.0575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant  2141/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 11)
		n1 false (test_time = 2.02557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000183105)
	variant  2142/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 10)
		n1 false (test_time = 2.06758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169039)
	variant  2143/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 9)
		n1 false (test_time = 2.09607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000146151)
	variant  2144/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 8)
		n1 false (test_time = 2.01209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000154018)
	variant  2145/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 7)
		n1 false (test_time = 2.03838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226974)
	variant  2146/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 6)
		n1 false (test_time = 2.08593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000110865)
	variant  2147/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 5)
		n1 false (test_time = 2.00494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.79493e-05)
	variant  2148/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 4)
		n1 false (test_time = 1.99686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  2149/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 3)
		n1 false (test_time = 2.04852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2150/26032 = ?(1,a(719,869)) ?(2,a(719,870)) ?(3,a(719,871)) ?(4,a(719,872)) ?(5,a(719,873)) ?(6,a(719,874)) ?(7,a(719,876)) ?(8,a(719,877)) ?(9,a(719,880)) ?(10,a(719,881)) ?(11,a(719,882)) ?(12,a(722,515)) ?(13,a(722,584)) ?(14,a(722,587)) ?(15,a(722,597)) ?(16,a(722,598)) ?(17,a(722,618)) ?(18,a(722,619)) ?(19,a(722,641)) ?(20,a(722,642)) ?(21,a(722,643)) ?(22,a(722,644)) ?(23,a(722,645)) ?(24,a(722,646)) ?(25,a(722,647)) ?(26,a(722,648)) ?(27,a(722,651)) ?(28,a(722,654)) ?(29,a(722,656)) ?(30,a(722,657)) ?(31,a(722,659)) ?(32,a(722,661)) ?(33,a(722,662)) ?(34,a(722,663)) ?(35,a(722,664)) ?(36,a(722,665)) ?(37,a(722,666)) ?(38,a(722,667)) ?(39,a(722,668)) ?(40,a(722,670)) ?(41,a(722,671)) ?(42,a(722,672)) ?(43,a(722,673)) ?(44,a(722,674)) ?(45,a(722,675)) ?(46,a(722,678)) ?(47,a(722,679)) ?(48,a(722,690)) ?(49,a(722,692)) ?(50,a(722,693))  (21 tests, cond 2)
		n1 false (test_time = 2.03191)
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 = 0.490299)
search: ww_adaptive: found best (time_taken = 0.000851154)
	variant  2151/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 1)
		n1 false (test_time = 2.80819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00267601)
	variant  2152/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 50)
		n1 false (test_time = 2.13793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0025208)
	variant  2153/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 49)
		n1 false (test_time = 2.12735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150609)
	variant  2154/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 48)
		n1 false (test_time = 2.08925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148797)
	variant  2155/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 47)
		n1 false (test_time = 2.07698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200605)
	variant  2156/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 46)
		n1 false (test_time = 2.10244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002074)
	variant  2157/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 45)
		n1 false (test_time = 2.13453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187397)
	variant  2158/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 44)
		n1 false (test_time = 2.06938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200391)
	variant  2159/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 43)
		n1 false (test_time = 2.09412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145912)
	variant  2160/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 42)
		n1 false (test_time = 2.10542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212002)
	variant  2161/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 41)
		n1 false (test_time = 2.09677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147319)
	variant  2162/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 40)
		n1 false (test_time = 2.10438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114989)
	variant  2163/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 39)
		n1 false (test_time = 2.05496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154018)
	variant  2164/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 38)
		n1 false (test_time = 2.07219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147486)
	variant  2165/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 37)
		n1 false (test_time = 2.04736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191808)
	variant  2166/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 36)
		n1 false (test_time = 2.12033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134087)
	variant  2167/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 35)
		n1 false (test_time = 2.10008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206089)
	variant  2168/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 34)
		n1 false (test_time = 2.09674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142479)
	variant  2169/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 33)
		n1 false (test_time = 2.08887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120306)
	variant  2170/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 32)
		n1 false (test_time = 2.06429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106692)
	variant  2171/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 31)
		n1 false (test_time = 2.05808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106502)
	variant  2172/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 30)
		n1 false (test_time = 2.08976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160694)
	variant  2173/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 29)
		n1 false (test_time = 2.06765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000945091)
	variant  2174/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 28)
		n1 false (test_time = 2.19895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140405)
	variant  2175/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 27)
		n1 false (test_time = 2.21505)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103807)
	variant  2176/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 26)
		n1 false (test_time = 2.22643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147104)
	variant  2177/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 25)
		n1 false (test_time = 2.13993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00369191)
	variant  2178/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 24)
		n1 false (test_time = 2.27485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00371099)
	variant  2179/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 23)
		n1 false (test_time = 2.33684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00282693)
	variant  2180/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 22)
		n1 false (test_time = 2.27775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00256395)
	variant  2181/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 21)
		n1 false (test_time = 2.30821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255704)
	variant  2182/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 20)
		n1 false (test_time = 2.23044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000442028)
	variant  2183/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 19)
		n1 false (test_time = 2.1195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000406981)
	variant  2184/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 18)
		n1 false (test_time = 2.04492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000355959)
	variant  2185/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 17)
		n1 false (test_time = 2.08758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000308037)
	variant  2186/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 16)
		n1 false (test_time = 2.13183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000339985)
	variant  2187/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 15)
		n1 false (test_time = 2.06613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000317097)
	variant  2188/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 14)
		n1 false (test_time = 2.17012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000262976)
	variant  2189/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 13)
		n1 false (test_time = 2.09523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000234127)
	variant  2190/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 12)
		n1 false (test_time = 2.12154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019908)
	variant  2191/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 11)
		n1 false (test_time = 2.10753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000202179)
	variant  2192/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 10)
		n1 false (test_time = 2.1948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0001688)
	variant  2193/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 9)
		n1 false (test_time = 2.19405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150204)
	variant  2194/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 8)
		n1 false (test_time = 2.17051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000135899)
	variant  2195/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 7)
		n1 false (test_time = 2.24296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  2196/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 6)
		n1 false (test_time = 2.11084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.70364e-05)
	variant  2197/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 5)
		n1 false (test_time = 2.11622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.41482e-05)
	variant  2198/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 4)
		n1 false (test_time = 2.12549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.79221e-05)
	variant  2199/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 3)
		n1 false (test_time = 2.11067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2200/26032 = ?(1,a(719,754)) ?(2,a(719,755)) ?(3,a(719,756)) ?(4,a(719,757)) ?(5,a(719,758)) ?(6,a(719,759)) ?(7,a(719,775)) ?(8,a(719,776)) ?(9,a(719,777)) ?(10,a(719,778)) ?(11,a(719,779)) ?(12,a(719,780)) ?(13,a(719,781)) ?(14,a(719,784)) ?(15,a(719,785)) ?(16,a(719,786)) ?(17,a(719,787)) ?(18,a(719,788)) ?(19,a(719,789)) ?(20,a(719,790)) ?(21,a(719,798)) ?(22,a(719,799)) ?(23,a(719,801)) ?(24,a(719,802)) ?(25,a(719,803)) ?(26,a(719,805)) ?(27,a(719,811)) ?(28,a(719,813)) ?(29,a(719,814)) ?(30,a(719,815)) ?(31,a(719,816)) ?(32,a(719,818)) ?(33,a(719,819)) ?(34,a(719,820)) ?(35,a(719,821)) ?(36,a(719,822)) ?(37,a(719,823)) ?(38,a(719,831)) ?(39,a(719,833)) ?(40,a(719,836)) ?(41,a(719,837)) ?(42,a(719,838)) ?(43,a(719,839)) ?(44,a(719,841)) ?(45,a(719,845)) ?(46,a(719,852)) ?(47,a(719,853)) ?(48,a(719,854)) ?(49,a(719,865)) ?(50,a(719,867))  (21 tests, cond 2)
		n1 false (test_time = 2.1395)
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 = 0.505623)
search: ww_adaptive: found best (time_taken = 0.000790834)
	variant  2201/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 1)
		n1 false (test_time = 2.74591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180292)
	variant  2202/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 50)
		n1 false (test_time = 2.17237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151086)
	variant  2203/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 49)
		n1 false (test_time = 2.10738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190783)
	variant  2204/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 48)
		n1 false (test_time = 2.09704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166297)
	variant  2205/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 47)
		n1 false (test_time = 2.05836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159001)
	variant  2206/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 46)
		n1 false (test_time = 2.09783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224996)
	variant  2207/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 45)
		n1 false (test_time = 2.01964)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146699)
	variant  2208/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 44)
		n1 false (test_time = 2.01643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136995)
	variant  2209/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 43)
		n1 false (test_time = 2.09551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138497)
	variant  2210/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 42)
		n1 false (test_time = 2.0696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00264215)
	variant  2211/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 41)
		n1 false (test_time = 2.0635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174809)
	variant  2212/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 40)
		n1 false (test_time = 2.08422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170088)
	variant  2213/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 39)
		n1 false (test_time = 2.09383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109291)
	variant  2214/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 38)
		n1 false (test_time = 2.06962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117302)
	variant  2215/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 37)
		n1 false (test_time = 2.08202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177598)
	variant  2216/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 36)
		n1 false (test_time = 2.13972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00346303)
	variant  2217/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 35)
		n1 false (test_time = 2.12034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00406289)
	variant  2218/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 34)
		n1 false (test_time = 2.1519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00367498)
	variant  2219/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 33)
		n1 false (test_time = 2.11582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00263906)
	variant  2220/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 32)
		n1 false (test_time = 2.08441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221205)
	variant  2221/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 31)
		n1 false (test_time = 2.14557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00250506)
	variant  2222/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 30)
		n1 false (test_time = 2.15403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200295)
	variant  2223/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 29)
		n1 false (test_time = 2.17715)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110698)
	variant  2224/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 28)
		n1 false (test_time = 2.13952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100398)
	variant  2225/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 27)
		n1 false (test_time = 2.13011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113797)
	variant  2226/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 26)
		n1 false (test_time = 2.12059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120807)
	variant  2227/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 25)
		n1 false (test_time = 2.14813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100088)
	variant  2228/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 24)
		n1 false (test_time = 2.0916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131392)
	variant  2229/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 23)
		n1 false (test_time = 2.07753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102496)
	variant  2230/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 22)
		n1 false (test_time = 2.07511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185108)
	variant  2231/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 21)
		n1 false (test_time = 2.14577)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000401974)
	variant  2232/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 20)
		n1 false (test_time = 2.10365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000377893)
	variant  2233/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 19)
		n1 false (test_time = 2.08916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000341892)
	variant  2234/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 18)
		n1 false (test_time = 2.06632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000455141)
	variant  2235/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 17)
		n1 false (test_time = 2.18331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000338078)
	variant  2236/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 16)
		n1 false (test_time = 2.13143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000328064)
	variant  2237/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 15)
		n1 false (test_time = 2.06046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272036)
	variant  2238/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 14)
		n1 false (test_time = 2.07415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00025177)
	variant  2239/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 13)
		n1 false (test_time = 2.07158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000250101)
	variant  2240/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 12)
		n1 false (test_time = 2.10872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000218868)
	variant  2241/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 11)
		n1 false (test_time = 2.06098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018692)
	variant  2242/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 10)
		n1 false (test_time = 2.08226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000176907)
	variant  2243/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 9)
		n1 false (test_time = 2.06065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150204)
	variant  2244/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 8)
		n1 false (test_time = 2.06248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  2245/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 7)
		n1 false (test_time = 2.04998)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000106096)
	variant  2246/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 6)
		n1 false (test_time = 2.03657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  2247/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 5)
		n1 false (test_time = 2.02046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  2248/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 4)
		n1 false (test_time = 2.12639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.4121e-05)
	variant  2249/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 3)
		n1 false (test_time = 2.18824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2250/26032 = ?(1,a(719,662)) ?(2,a(719,663)) ?(3,a(719,664)) ?(4,a(719,665)) ?(5,a(719,666)) ?(6,a(719,667)) ?(7,a(719,668)) ?(8,a(719,670)) ?(9,a(719,671)) ?(10,a(719,672)) ?(11,a(719,673)) ?(12,a(719,674)) ?(13,a(719,675)) ?(14,a(719,678)) ?(15,a(719,679)) ?(16,a(719,690)) ?(17,a(719,692)) ?(18,a(719,693)) ?(19,a(719,695)) ?(20,a(719,697)) ?(21,a(719,698)) ?(22,a(719,699)) ?(23,a(719,700)) ?(24,a(719,701)) ?(25,a(719,703)) ?(26,a(719,704)) ?(27,a(719,705)) ?(28,a(719,707)) ?(29,a(719,708)) ?(30,a(719,709)) ?(31,a(719,710)) ?(32,a(719,711)) ?(33,a(719,713)) ?(34,a(719,715)) ?(35,a(719,723)) ?(36,a(719,724)) ?(37,a(719,725)) ?(38,a(719,726)) ?(39,a(719,727)) ?(40,a(719,728)) ?(41,a(719,729)) ?(42,a(719,730)) ?(43,a(719,732)) ?(44,a(719,734)) ?(45,a(719,736)) ?(46,a(719,737)) ?(47,a(719,738)) ?(48,a(719,751)) ?(49,a(719,752)) ?(50,a(719,753))  (21 tests, cond 2)
		n1 false (test_time = 2.11736)
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 = 0.495754)
search: ww_adaptive: found best (time_taken = 0.00109386)
	variant  2251/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 1)
		n1 false (test_time = 2.83034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00359702)
	variant  2252/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 50)
		n1 false (test_time = 2.07009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00308514)
	variant  2253/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 49)
		n1 false (test_time = 2.08526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00254416)
	variant  2254/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 48)
		n1 false (test_time = 2.04339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242281)
	variant  2255/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 47)
		n1 false (test_time = 2.10118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146008)
	variant  2256/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 46)
		n1 false (test_time = 2.03332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143504)
	variant  2257/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 45)
		n1 false (test_time = 2.04669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001333)
	variant  2258/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 44)
		n1 false (test_time = 2.07449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191307)
	variant  2259/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 43)
		n1 false (test_time = 2.02996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143981)
	variant  2260/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 42)
		n1 false (test_time = 2.07435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016408)
	variant  2261/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 41)
		n1 false (test_time = 2.04478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182009)
	variant  2262/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 40)
		n1 false (test_time = 2.06249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202394)
	variant  2263/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 39)
		n1 false (test_time = 2.06152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223398)
	variant  2264/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 38)
		n1 false (test_time = 2.0532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162196)
	variant  2265/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 37)
		n1 false (test_time = 2.11645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135994)
	variant  2266/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 36)
		n1 false (test_time = 2.0639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001791)
	variant  2267/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 35)
		n1 false (test_time = 2.05404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143409)
	variant  2268/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 34)
		n1 false (test_time = 2.06356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106692)
	variant  2269/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 33)
		n1 false (test_time = 2.05338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103521)
	variant  2270/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 32)
		n1 false (test_time = 2.01105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012188)
	variant  2271/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 31)
		n1 false (test_time = 2.08858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179386)
	variant  2272/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 30)
		n1 false (test_time = 2.05971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111508)
	variant  2273/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 29)
		n1 false (test_time = 2.00856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169921)
	variant  2274/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 28)
		n1 false (test_time = 2.0942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107002)
	variant  2275/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 27)
		n1 false (test_time = 2.08189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000879049)
	variant  2276/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 26)
		n1 false (test_time = 2.20265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000929117)
	variant  2277/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 25)
		n1 false (test_time = 2.08886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000897169)
	variant  2278/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 24)
		n1 false (test_time = 2.09955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108099)
	variant  2279/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 23)
		n1 false (test_time = 2.02713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116801)
	variant  2280/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 22)
		n1 false (test_time = 2.09708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204992)
	variant  2281/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 21)
		n1 false (test_time = 2.04965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000397205)
	variant  2282/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 20)
		n1 false (test_time = 2.04565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000370979)
	variant  2283/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 19)
		n1 false (test_time = 2.10725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365019)
	variant  2284/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 18)
		n1 false (test_time = 2.02594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000340939)
	variant  2285/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 17)
		n1 false (test_time = 2.03062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000310898)
	variant  2286/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 16)
		n1 false (test_time = 2.09407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000283957)
	variant  2287/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 15)
		n1 false (test_time = 2.0372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028491)
	variant  2288/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 14)
		n1 false (test_time = 2.06423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272036)
	variant  2289/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 13)
		n1 false (test_time = 2.09639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000242949)
	variant  2290/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 12)
		n1 false (test_time = 2.0786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211)
	variant  2291/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 11)
		n1 false (test_time = 2.05918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000212908)
	variant  2292/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 10)
		n1 false (test_time = 2.07567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000171185)
	variant  2293/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 9)
		n1 false (test_time = 2.04943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00015378)
	variant  2294/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 8)
		n1 false (test_time = 2.03791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000137806)
	variant  2295/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 7)
		n1 false (test_time = 2.0135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000109196)
	variant  2296/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 6)
		n1 false (test_time = 2.02063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.29832e-05)
	variant  2297/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 5)
		n1 false (test_time = 2.0303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.70092e-05)
	variant  2298/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 4)
		n1 false (test_time = 2.04947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.38962e-05)
	variant  2299/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 3)
		n1 false (test_time = 2.17681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  2300/26032 = ?(1,a(715,819)) ?(2,a(715,820)) ?(3,a(715,821)) ?(4,a(715,822)) ?(5,a(715,823)) ?(6,a(715,831)) ?(7,a(715,833)) ?(8,a(715,836)) ?(9,a(715,837)) ?(10,a(715,838)) ?(11,a(715,839)) ?(12,a(715,841)) ?(13,a(715,845)) ?(14,a(715,852)) ?(15,a(715,853)) ?(16,a(715,854)) ?(17,a(715,865)) ?(18,a(715,867)) ?(19,a(715,869)) ?(20,a(715,870)) ?(21,a(715,871)) ?(22,a(715,872)) ?(23,a(715,873)) ?(24,a(715,874)) ?(25,a(715,876)) ?(26,a(715,877)) ?(27,a(715,880)) ?(28,a(715,881)) ?(29,a(715,882)) ?(30,a(719,515)) ?(31,a(719,584)) ?(32,a(719,587)) ?(33,a(719,597)) ?(34,a(719,598)) ?(35,a(719,618)) ?(36,a(719,619)) ?(37,a(719,641)) ?(38,a(719,642)) ?(39,a(719,643)) ?(40,a(719,644)) ?(41,a(719,645)) ?(42,a(719,646)) ?(43,a(719,647)) ?(44,a(719,648)) ?(45,a(719,651)) ?(46,a(719,654)) ?(47,a(719,656)) ?(48,a(719,657)) ?(49,a(719,659)) ?(50,a(719,661))  (21 tests, cond 2)
		n1 false (test_time = 2.00167)
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 = 0.514869)
search: ww_adaptive: found best (time_taken = 0.000842094)
	variant  2301/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 1)
		n1 false (test_time = 2.7001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185609)
	variant  2302/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 50)
		n1 false (test_time = 2.076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211906)
	variant  2303/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 49)
		n1 false (test_time = 2.0885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170684)
	variant  2304/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 48)
		n1 false (test_time = 2.13369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127697)
	variant  2305/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 47)
		n1 false (test_time = 2.10037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130701)
	variant  2306/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 46)
		n1 false (test_time = 2.13435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125694)
	variant  2307/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 45)
		n1 false (test_time = 2.11852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00266504)
	variant  2308/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 44)
		n1 false (test_time = 2.10458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166798)
	variant  2309/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 43)
		n1 false (test_time = 2.11669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245285)
	variant  2310/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 42)
		n1 false (test_time = 2.18967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195503)
	variant  2311/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 41)
		n1 false (test_time = 2.0724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138998)
	variant  2312/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 40)
		n1 false (test_time = 2.12852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123906)
	variant  2313/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 39)
		n1 false (test_time = 2.14811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121999)
	variant  2314/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 38)
		n1 false (test_time = 2.04255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150394)
	variant  2315/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 37)
		n1 false (test_time = 2.12364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125504)
	variant  2316/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 36)
		n1 false (test_time = 2.11184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164509)
	variant  2317/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 35)
		n1 false (test_time = 2.09511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112605)
	variant  2318/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 34)
		n1 false (test_time = 2.07937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107098)
	variant  2319/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 33)
		n1 false (test_time = 2.10239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010612)
	variant  2320/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 32)
		n1 false (test_time = 2.12196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117087)
	variant  2321/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 31)
		n1 false (test_time = 2.11813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00193)
	variant  2322/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 30)
		n1 false (test_time = 2.12008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00399709)
	variant  2323/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 29)
		n1 false (test_time = 2.08805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00384188)
	variant  2324/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 28)
		n1 false (test_time = 2.14633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00194502)
	variant  2325/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 27)
		n1 false (test_time = 2.06736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212002)
	variant  2326/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 26)
		n1 false (test_time = 2.06066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214696)
	variant  2327/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 25)
		n1 false (test_time = 2.12141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107217)
	variant  2328/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 24)
		n1 false (test_time = 2.12665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000988007)
	variant  2329/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 23)
		n1 false (test_time = 2.09471)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000952005)
	variant  2330/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 22)
		n1 false (test_time = 2.10344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000468969)
	variant  2331/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 21)
		n1 false (test_time = 2.23174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000407934)
	variant  2332/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 20)
		n1 false (test_time = 2.11356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000404835)
	variant  2333/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 19)
		n1 false (test_time = 2.05497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365973)
	variant  2334/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 18)
		n1 false (test_time = 2.09866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000350952)
	variant  2335/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 17)
		n1 false (test_time = 2.10547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000390053)
	variant  2336/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 16)
		n1 false (test_time = 2.10912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030899)
	variant  2337/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 15)
		n1 false (test_time = 2.11504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000261068)
	variant  2338/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 14)
		n1 false (test_time = 2.10444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000323057)
	variant  2339/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 13)
		n1 false (test_time = 2.1278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000227928)
	variant  2340/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 12)
		n1 false (test_time = 2.08474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000206947)
	variant  2341/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 11)
		n1 false (test_time = 2.10884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187874)
	variant  2342/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 10)
		n1 false (test_time = 2.05274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000201941)
	variant  2343/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 9)
		n1 false (test_time = 2.16115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant  2344/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 8)
		n1 false (test_time = 2.06665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000142097)
	variant  2345/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 7)
		n1 false (test_time = 2.05424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000100851)
	variant  2346/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 6)
		n1 false (test_time = 2.09625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.58307e-05)
	variant  2347/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 5)
		n1 false (test_time = 2.10325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.98566e-05)
	variant  2348/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 4)
		n1 false (test_time = 2.04344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.69685e-05)
	variant  2349/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 3)
		n1 false (test_time = 2.08479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  2350/26032 = ?(1,a(715,713)) ?(2,a(715,715)) ?(3,a(715,723)) ?(4,a(715,724)) ?(5,a(715,725)) ?(6,a(715,726)) ?(7,a(715,727)) ?(8,a(715,728)) ?(9,a(715,729)) ?(10,a(715,730)) ?(11,a(715,732)) ?(12,a(715,734)) ?(13,a(715,736)) ?(14,a(715,737)) ?(15,a(715,738)) ?(16,a(715,751)) ?(17,a(715,752)) ?(18,a(715,753)) ?(19,a(715,754)) ?(20,a(715,755)) ?(21,a(715,756)) ?(22,a(715,757)) ?(23,a(715,758)) ?(24,a(715,759)) ?(25,a(715,775)) ?(26,a(715,776)) ?(27,a(715,777)) ?(28,a(715,778)) ?(29,a(715,779)) ?(30,a(715,780)) ?(31,a(715,781)) ?(32,a(715,784)) ?(33,a(715,785)) ?(34,a(715,786)) ?(35,a(715,787)) ?(36,a(715,788)) ?(37,a(715,789)) ?(38,a(715,790)) ?(39,a(715,798)) ?(40,a(715,799)) ?(41,a(715,801)) ?(42,a(715,802)) ?(43,a(715,803)) ?(44,a(715,805)) ?(45,a(715,811)) ?(46,a(715,813)) ?(47,a(715,814)) ?(48,a(715,815)) ?(49,a(715,816)) ?(50,a(715,818))  (21 tests, cond 2)
		n1 false (test_time = 2.10105)
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 = 0.534337)
search: ww_adaptive: found best (time_taken = 0.00216794)
	variant  2351/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 1)
		n1 false (test_time = 2.69082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142598)
	variant  2352/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 50)
		n1 false (test_time = 2.15232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160193)
	variant  2353/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 49)
		n1 false (test_time = 2.20588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274992)
	variant  2354/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 48)
		n1 false (test_time = 2.2278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217414)
	variant  2355/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 47)
		n1 false (test_time = 2.17631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207901)
	variant  2356/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 46)
		n1 false (test_time = 2.17377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215006)
	variant  2357/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 45)
		n1 false (test_time = 2.16872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0025599)
	variant  2358/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 44)
		n1 false (test_time = 2.28083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168705)
	variant  2359/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 43)
		n1 false (test_time = 2.23972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160813)
	variant  2360/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 42)
		n1 false (test_time = 2.31674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132608)
	variant  2361/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 41)
		n1 false (test_time = 2.31369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132298)
	variant  2362/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 40)
		n1 false (test_time = 2.29225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130105)
	variant  2363/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 39)
		n1 false (test_time = 2.10312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180602)
	variant  2364/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 38)
		n1 false (test_time = 2.02127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110602)
	variant  2365/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 37)
		n1 false (test_time = 2.022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109196)
	variant  2366/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 36)
		n1 false (test_time = 2.06538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011189)
	variant  2367/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 35)
		n1 false (test_time = 2.13391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124502)
	variant  2368/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 34)
		n1 false (test_time = 2.16482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0042479)
	variant  2369/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 33)
		n1 false (test_time = 2.09957)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00536609)
	variant  2370/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 32)
		n1 false (test_time = 2.12982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0142691)
	variant  2371/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 31)
		n1 false (test_time = 2.11193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00286293)
	variant  2372/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 30)
		n1 false (test_time = 2.10641)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00261307)
	variant  2373/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 29)
		n1 false (test_time = 2.13396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206995)
	variant  2374/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 28)
		n1 false (test_time = 2.10859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196409)
	variant  2375/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 27)
		n1 false (test_time = 2.11719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108409)
	variant  2376/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 26)
		n1 false (test_time = 2.11997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102615)
	variant  2377/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 25)
		n1 false (test_time = 2.15074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142908)
	variant  2378/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 24)
		n1 false (test_time = 2.07551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110412)
	variant  2379/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 23)
		n1 false (test_time = 2.05995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116396)
	variant  2380/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 22)
		n1 false (test_time = 2.13312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000433922)
	variant  2381/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 21)
		n1 false (test_time = 2.07359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000399113)
	variant  2382/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 20)
		n1 false (test_time = 2.13678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000385046)
	variant  2383/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 19)
		n1 false (test_time = 2.10394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000540018)
	variant  2384/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 18)
		n1 false (test_time = 2.05292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000401974)
	variant  2385/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 17)
		n1 false (test_time = 2.0632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000330925)
	variant  2386/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 16)
		n1 false (test_time = 2.1612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000372887)
	variant  2387/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 15)
		n1 false (test_time = 2.07002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000275135)
	variant  2388/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 14)
		n1 false (test_time = 2.0457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000266075)
	variant  2389/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 13)
		n1 false (test_time = 2.13241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000227928)
	variant  2390/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 12)
		n1 false (test_time = 2.05868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211954)
	variant  2391/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 11)
		n1 false (test_time = 2.02591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000280857)
	variant  2392/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 10)
		n1 false (test_time = 2.09346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000173092)
	variant  2393/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 9)
		n1 false (test_time = 2.04383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant  2394/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 8)
		n1 false (test_time = 2.08738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000237942)
	variant  2395/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 7)
		n1 false (test_time = 2.0405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133991)
	variant  2396/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 6)
		n1 false (test_time = 2.03977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00016284)
	variant  2397/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 5)
		n1 false (test_time = 2.04437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.29425e-05)
	variant  2398/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 4)
		n1 false (test_time = 2.03886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.1008e-05)
	variant  2399/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 3)
		n1 false (test_time = 2.04425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2400/26032 = ?(1,a(715,597)) ?(2,a(715,598)) ?(3,a(715,618)) ?(4,a(715,619)) ?(5,a(715,641)) ?(6,a(715,642)) ?(7,a(715,643)) ?(8,a(715,644)) ?(9,a(715,645)) ?(10,a(715,646)) ?(11,a(715,647)) ?(12,a(715,648)) ?(13,a(715,651)) ?(14,a(715,654)) ?(15,a(715,656)) ?(16,a(715,657)) ?(17,a(715,659)) ?(18,a(715,661)) ?(19,a(715,662)) ?(20,a(715,663)) ?(21,a(715,664)) ?(22,a(715,665)) ?(23,a(715,666)) ?(24,a(715,667)) ?(25,a(715,668)) ?(26,a(715,670)) ?(27,a(715,671)) ?(28,a(715,672)) ?(29,a(715,673)) ?(30,a(715,674)) ?(31,a(715,675)) ?(32,a(715,678)) ?(33,a(715,679)) ?(34,a(715,690)) ?(35,a(715,692)) ?(36,a(715,693)) ?(37,a(715,695)) ?(38,a(715,697)) ?(39,a(715,698)) ?(40,a(715,699)) ?(41,a(715,700)) ?(42,a(715,701)) ?(43,a(715,703)) ?(44,a(715,704)) ?(45,a(715,705)) ?(46,a(715,707)) ?(47,a(715,708)) ?(48,a(715,709)) ?(49,a(715,710)) ?(50,a(715,711))  (21 tests, cond 2)
		n1 false (test_time = 2.05684)
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 = 0.519338)
search: ww_adaptive: found best (time_taken = 0.00241399)
	variant  2401/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 1)
		n1 false (test_time = 2.74873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221109)
	variant  2402/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 50)
		n1 false (test_time = 2.03228)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171208)
	variant  2403/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 49)
		n1 false (test_time = 2.13524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161982)
	variant  2404/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 48)
		n1 false (test_time = 2.07313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163984)
	variant  2405/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 47)
		n1 false (test_time = 2.08406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156093)
	variant  2406/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 46)
		n1 false (test_time = 2.04006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139689)
	variant  2407/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 45)
		n1 false (test_time = 2.02148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015769)
	variant  2408/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 44)
		n1 false (test_time = 2.10516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144291)
	variant  2409/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 43)
		n1 false (test_time = 2.08224)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133491)
	variant  2410/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 42)
		n1 false (test_time = 2.08394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015111)
	variant  2411/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 41)
		n1 false (test_time = 2.07314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144911)
	variant  2412/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 40)
		n1 false (test_time = 2.08886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130391)
	variant  2413/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 39)
		n1 false (test_time = 2.13785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113988)
	variant  2414/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 38)
		n1 false (test_time = 2.0521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010848)
	variant  2415/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 37)
		n1 false (test_time = 2.12316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00331593)
	variant  2416/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 36)
		n1 false (test_time = 2.07377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00444818)
	variant  2417/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 35)
		n1 false (test_time = 2.09396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00318694)
	variant  2418/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 34)
		n1 false (test_time = 2.02091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213599)
	variant  2419/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 33)
		n1 false (test_time = 2.05728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227404)
	variant  2420/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 32)
		n1 false (test_time = 2.05631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00184703)
	variant  2421/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 31)
		n1 false (test_time = 2.00155)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113392)
	variant  2422/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 30)
		n1 false (test_time = 2.05647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104809)
	variant  2423/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 29)
		n1 false (test_time = 2.04555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178909)
	variant  2424/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 28)
		n1 false (test_time = 2.03178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127697)
	variant  2425/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 27)
		n1 false (test_time = 2.06506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138998)
	variant  2426/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 26)
		n1 false (test_time = 2.04364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132298)
	variant  2427/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 25)
		n1 false (test_time = 2.07702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116396)
	variant  2428/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 24)
		n1 false (test_time = 2.03761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156403)
	variant  2429/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 23)
		n1 false (test_time = 2.04767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427961)
	variant  2430/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 22)
		n1 false (test_time = 2.06054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000437021)
	variant  2431/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 21)
		n1 false (test_time = 2.07537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386)
	variant  2432/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 20)
		n1 false (test_time = 2.07739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000357866)
	variant  2433/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 19)
		n1 false (test_time = 2.04618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000348091)
	variant  2434/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 18)
		n1 false (test_time = 2.05773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319004)
	variant  2435/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 17)
		n1 false (test_time = 2.05925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000320911)
	variant  2436/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 16)
		n1 false (test_time = 2.07922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00031805)
	variant  2437/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 15)
		n1 false (test_time = 2.06031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000284195)
	variant  2438/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 14)
		n1 false (test_time = 2.07002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000224113)
	variant  2439/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 13)
		n1 false (test_time = 2.12625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231981)
	variant  2440/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 12)
		n1 false (test_time = 2.05404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231981)
	variant  2441/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 11)
		n1 false (test_time = 2.0965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000238895)
	variant  2442/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 10)
		n1 false (test_time = 2.12993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164986)
	variant  2443/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 9)
		n1 false (test_time = 2.03667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164986)
	variant  2444/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 8)
		n1 false (test_time = 2.04428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000136852)
	variant  2445/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 7)
		n1 false (test_time = 2.03003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  2446/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 6)
		n1 false (test_time = 2.03447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.91685e-05)
	variant  2447/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 5)
		n1 false (test_time = 2.00881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  2448/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 4)
		n1 false (test_time = 1.98402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.60284e-05)
	variant  2449/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 3)
		n1 false (test_time = 2.03081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.05991e-06)
	variant  2450/26032 = ?(1,a(709,785)) ?(2,a(709,786)) ?(3,a(709,787)) ?(4,a(709,788)) ?(5,a(709,789)) ?(6,a(709,790)) ?(7,a(709,798)) ?(8,a(709,799)) ?(9,a(709,801)) ?(10,a(709,802)) ?(11,a(709,803)) ?(12,a(709,805)) ?(13,a(709,811)) ?(14,a(709,813)) ?(15,a(709,814)) ?(16,a(709,815)) ?(17,a(709,816)) ?(18,a(709,818)) ?(19,a(709,819)) ?(20,a(709,820)) ?(21,a(709,821)) ?(22,a(709,822)) ?(23,a(709,823)) ?(24,a(709,831)) ?(25,a(709,833)) ?(26,a(709,836)) ?(27,a(709,837)) ?(28,a(709,838)) ?(29,a(709,839)) ?(30,a(709,841)) ?(31,a(709,845)) ?(32,a(709,852)) ?(33,a(709,853)) ?(34,a(709,854)) ?(35,a(709,865)) ?(36,a(709,867)) ?(37,a(709,869)) ?(38,a(709,870)) ?(39,a(709,871)) ?(40,a(709,872)) ?(41,a(709,873)) ?(42,a(709,874)) ?(43,a(709,876)) ?(44,a(709,877)) ?(45,a(709,880)) ?(46,a(709,881)) ?(47,a(709,882)) ?(48,a(715,515)) ?(49,a(715,584)) ?(50,a(715,587))  (21 tests, cond 2)
		n1 false (test_time = 2.02285)
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 = 0.511738)
search: ww_adaptive: found best (time_taken = 0.00132513)
	variant  2451/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 1)
		n1 false (test_time = 2.64469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159001)
	variant  2452/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 50)
		n1 false (test_time = 2.03302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018239)
	variant  2453/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 49)
		n1 false (test_time = 2.13868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165701)
	variant  2454/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 48)
		n1 false (test_time = 2.04002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181079)
	variant  2455/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 47)
		n1 false (test_time = 2.05714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162888)
	variant  2456/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 46)
		n1 false (test_time = 2.08463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151515)
	variant  2457/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 45)
		n1 false (test_time = 2.04422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136709)
	variant  2458/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 44)
		n1 false (test_time = 2.05607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162292)
	variant  2459/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 43)
		n1 false (test_time = 2.04701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014379)
	variant  2460/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 42)
		n1 false (test_time = 2.04365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126195)
	variant  2461/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 41)
		n1 false (test_time = 2.03577)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116515)
	variant  2462/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 40)
		n1 false (test_time = 2.04278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112486)
	variant  2463/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 39)
		n1 false (test_time = 2.0555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114298)
	variant  2464/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 38)
		n1 false (test_time = 2.06272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001091)
	variant  2465/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 37)
		n1 false (test_time = 2.08725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111485)
	variant  2466/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 36)
		n1 false (test_time = 2.03966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00285411)
	variant  2467/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 35)
		n1 false (test_time = 2.03716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0033021)
	variant  2468/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 34)
		n1 false (test_time = 2.1331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239682)
	variant  2469/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 33)
		n1 false (test_time = 2.07045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221205)
	variant  2470/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 32)
		n1 false (test_time = 2.19612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221586)
	variant  2471/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 31)
		n1 false (test_time = 2.0194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141096)
	variant  2472/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 30)
		n1 false (test_time = 2.04824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107408)
	variant  2473/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 29)
		n1 false (test_time = 2.00941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102806)
	variant  2474/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 28)
		n1 false (test_time = 2.07191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114918)
	variant  2475/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 27)
		n1 false (test_time = 2.05738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118709)
	variant  2476/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 26)
		n1 false (test_time = 2.06217)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131512)
	variant  2477/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 25)
		n1 false (test_time = 2.09804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124002)
	variant  2478/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 24)
		n1 false (test_time = 2.04478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152302)
	variant  2479/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 23)
		n1 false (test_time = 2.06143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000472069)
	variant  2480/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 22)
		n1 false (test_time = 2.09763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000408888)
	variant  2481/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 21)
		n1 false (test_time = 2.09063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000396013)
	variant  2482/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 20)
		n1 false (test_time = 2.00987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000389099)
	variant  2483/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 19)
		n1 false (test_time = 2.05162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000355959)
	variant  2484/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 18)
		n1 false (test_time = 2.07901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000358105)
	variant  2485/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 17)
		n1 false (test_time = 2.01259)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000339985)
	variant  2486/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 16)
		n1 false (test_time = 2.01319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000286102)
	variant  2487/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 15)
		n1 false (test_time = 2.06449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000285149)
	variant  2488/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 14)
		n1 false (test_time = 2.03092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000249863)
	variant  2489/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 13)
		n1 false (test_time = 2.09794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226974)
	variant  2490/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 12)
		n1 false (test_time = 2.07013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000212193)
	variant  2491/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 11)
		n1 false (test_time = 2.04308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00020504)
	variant  2492/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 10)
		n1 false (test_time = 2.04277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000170946)
	variant  2493/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 9)
		n1 false (test_time = 2.01354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000159025)
	variant  2494/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 8)
		n1 false (test_time = 2.10206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000121117)
	variant  2495/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 7)
		n1 false (test_time = 2.03188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000143051)
	variant  2496/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 6)
		n1 false (test_time = 2.06455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000116825)
	variant  2497/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 5)
		n1 false (test_time = 2.10702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.58171e-05)
	variant  2498/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 4)
		n1 false (test_time = 2.17978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.29289e-05)
	variant  2499/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 3)
		n1 false (test_time = 2.05668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2500/26032 = ?(1,a(709,679)) ?(2,a(709,690)) ?(3,a(709,692)) ?(4,a(709,693)) ?(5,a(709,695)) ?(6,a(709,697)) ?(7,a(709,698)) ?(8,a(709,699)) ?(9,a(709,700)) ?(10,a(709,701)) ?(11,a(709,703)) ?(12,a(709,704)) ?(13,a(709,705)) ?(14,a(709,707)) ?(15,a(709,708)) ?(16,a(709,709)) ?(17,a(709,710)) ?(18,a(709,711)) ?(19,a(709,713)) ?(20,a(709,715)) ?(21,a(709,723)) ?(22,a(709,724)) ?(23,a(709,725)) ?(24,a(709,726)) ?(25,a(709,727)) ?(26,a(709,728)) ?(27,a(709,729)) ?(28,a(709,730)) ?(29,a(709,732)) ?(30,a(709,734)) ?(31,a(709,736)) ?(32,a(709,737)) ?(33,a(709,738)) ?(34,a(709,751)) ?(35,a(709,752)) ?(36,a(709,753)) ?(37,a(709,754)) ?(38,a(709,755)) ?(39,a(709,756)) ?(40,a(709,757)) ?(41,a(709,758)) ?(42,a(709,759)) ?(43,a(709,775)) ?(44,a(709,776)) ?(45,a(709,777)) ?(46,a(709,778)) ?(47,a(709,779)) ?(48,a(709,780)) ?(49,a(709,781)) ?(50,a(709,784))  (21 tests, cond 2)
		n1 false (test_time = 2.01628)
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 = 0.495924)
search: ww_adaptive: found best (time_taken = 0.0026741)
	variant  2501/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 1)
		n1 false (test_time = 2.63865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00175285)
	variant  2502/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 50)
		n1 false (test_time = 2.04107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136995)
	variant  2503/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 49)
		n1 false (test_time = 1.97611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151682)
	variant  2504/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 48)
		n1 false (test_time = 2.02463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163794)
	variant  2505/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 47)
		n1 false (test_time = 1.99999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136685)
	variant  2506/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 46)
		n1 false (test_time = 2.02839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00175405)
	variant  2507/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 45)
		n1 false (test_time = 2.006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160313)
	variant  2508/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 44)
		n1 false (test_time = 2.01933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142002)
	variant  2509/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 43)
		n1 false (test_time = 2.00643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141001)
	variant  2510/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 42)
		n1 false (test_time = 1.99235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125909)
	variant  2511/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 41)
		n1 false (test_time = 2.0338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012598)
	variant  2512/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 40)
		n1 false (test_time = 2.00741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125694)
	variant  2513/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 39)
		n1 false (test_time = 2.01872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001688)
	variant  2514/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 38)
		n1 false (test_time = 2.04721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110507)
	variant  2515/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 37)
		n1 false (test_time = 1.99186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001127)
	variant  2516/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 36)
		n1 false (test_time = 2.03077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105715)
	variant  2517/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 35)
		n1 false (test_time = 2.04285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001019)
	variant  2518/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 34)
		n1 false (test_time = 2.01322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101495)
	variant  2519/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 33)
		n1 false (test_time = 2.04591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00283289)
	variant  2520/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 32)
		n1 false (test_time = 2.02107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00341105)
	variant  2521/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 31)
		n1 false (test_time = 2.05714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00231409)
	variant  2522/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 30)
		n1 false (test_time = 2.00897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202489)
	variant  2523/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 29)
		n1 false (test_time = 2.03202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208592)
	variant  2524/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 28)
		n1 false (test_time = 1.97719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153589)
	variant  2525/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 27)
		n1 false (test_time = 2.05992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101304)
	variant  2526/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 26)
		n1 false (test_time = 2.11794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000952959)
	variant  2527/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 25)
		n1 false (test_time = 2.05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101089)
	variant  2528/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 24)
		n1 false (test_time = 2.02189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118113)
	variant  2529/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 23)
		n1 false (test_time = 2.02238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000428915)
	variant  2530/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 22)
		n1 false (test_time = 2.15464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000436068)
	variant  2531/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 21)
		n1 false (test_time = 2.11814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000415802)
	variant  2532/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 20)
		n1 false (test_time = 2.05081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000481844)
	variant  2533/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 19)
		n1 false (test_time = 2.03358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000360966)
	variant  2534/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 18)
		n1 false (test_time = 1.99896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000328064)
	variant  2535/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 17)
		n1 false (test_time = 2.02232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319958)
	variant  2536/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 16)
		n1 false (test_time = 2.01802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00031805)
	variant  2537/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 15)
		n1 false (test_time = 2.02492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000271082)
	variant  2538/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 14)
		n1 false (test_time = 2.02629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000251055)
	variant  2539/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 13)
		n1 false (test_time = 2.01123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000233173)
	variant  2540/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 12)
		n1 false (test_time = 2.0333)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000244856)
	variant  2541/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 11)
		n1 false (test_time = 2.02499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000188828)
	variant  2542/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 10)
		n1 false (test_time = 2.00998)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000168085)
	variant  2543/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 9)
		n1 false (test_time = 2.03029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000153065)
	variant  2544/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 8)
		n1 false (test_time = 2.04129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000140905)
	variant  2545/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 7)
		n1 false (test_time = 2.03475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  2546/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 6)
		n1 false (test_time = 2.02776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.60691e-05)
	variant  2547/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 5)
		n1 false (test_time = 1.99316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.60555e-05)
	variant  2548/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 4)
		n1 false (test_time = 2.04892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.88894e-05)
	variant  2549/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 3)
		n1 false (test_time = 2.07783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  2550/26032 = ?(1,a(702,853)) ?(2,a(702,854)) ?(3,a(702,865)) ?(4,a(702,867)) ?(5,a(702,869)) ?(6,a(702,870)) ?(7,a(702,871)) ?(8,a(702,872)) ?(9,a(702,873)) ?(10,a(702,874)) ?(11,a(702,876)) ?(12,a(702,877)) ?(13,a(702,880)) ?(14,a(702,881)) ?(15,a(702,882)) ?(16,a(709,515)) ?(17,a(709,584)) ?(18,a(709,587)) ?(19,a(709,597)) ?(20,a(709,598)) ?(21,a(709,618)) ?(22,a(709,619)) ?(23,a(709,641)) ?(24,a(709,642)) ?(25,a(709,643)) ?(26,a(709,644)) ?(27,a(709,645)) ?(28,a(709,646)) ?(29,a(709,647)) ?(30,a(709,648)) ?(31,a(709,651)) ?(32,a(709,654)) ?(33,a(709,656)) ?(34,a(709,657)) ?(35,a(709,659)) ?(36,a(709,661)) ?(37,a(709,662)) ?(38,a(709,663)) ?(39,a(709,664)) ?(40,a(709,665)) ?(41,a(709,666)) ?(42,a(709,667)) ?(43,a(709,668)) ?(44,a(709,670)) ?(45,a(709,671)) ?(46,a(709,672)) ?(47,a(709,673)) ?(48,a(709,674)) ?(49,a(709,675)) ?(50,a(709,678))  (21 tests, cond 2)
		n1 false (test_time = 2.06275)
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 = 0.476995)
search: ww_adaptive: found best (time_taken = 0.000778913)
	variant  2551/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 1)
		n1 false (test_time = 2.79367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001966)
	variant  2552/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 50)
		n1 false (test_time = 2.06208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215411)
	variant  2553/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 49)
		n1 false (test_time = 2.05163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180387)
	variant  2554/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 48)
		n1 false (test_time = 2.19365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161982)
	variant  2555/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 47)
		n1 false (test_time = 2.04472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135899)
	variant  2556/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 46)
		n1 false (test_time = 2.11278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012598)
	variant  2557/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 45)
		n1 false (test_time = 2.0165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159097)
	variant  2558/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 44)
		n1 false (test_time = 2.04227)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161886)
	variant  2559/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 43)
		n1 false (test_time = 2.07581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204015)
	variant  2560/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 42)
		n1 false (test_time = 2.09425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165486)
	variant  2561/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 41)
		n1 false (test_time = 2.03753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139785)
	variant  2562/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 40)
		n1 false (test_time = 2.04743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001405)
	variant  2563/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 39)
		n1 false (test_time = 2.07311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117803)
	variant  2564/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 38)
		n1 false (test_time = 2.04052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116897)
	variant  2565/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 37)
		n1 false (test_time = 2.09696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115681)
	variant  2566/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 36)
		n1 false (test_time = 2.08829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163484)
	variant  2567/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 35)
		n1 false (test_time = 2.07444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105309)
	variant  2568/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 34)
		n1 false (test_time = 2.13484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000985861)
	variant  2569/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 33)
		n1 false (test_time = 2.07936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983953)
	variant  2570/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 32)
		n1 false (test_time = 2.07235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000957966)
	variant  2571/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 31)
		n1 false (test_time = 2.10446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000946999)
	variant  2572/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 30)
		n1 false (test_time = 2.06293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208688)
	variant  2573/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 29)
		n1 false (test_time = 2.04056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00330305)
	variant  2574/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 28)
		n1 false (test_time = 2.09511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223398)
	variant  2575/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 27)
		n1 false (test_time = 2.06992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202417)
	variant  2576/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 26)
		n1 false (test_time = 2.07554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195885)
	variant  2577/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 25)
		n1 false (test_time = 2.03187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176716)
	variant  2578/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 24)
		n1 false (test_time = 2.04646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000469923)
	variant  2579/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 23)
		n1 false (test_time = 2.05705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000421047)
	variant  2580/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 22)
		n1 false (test_time = 2.13955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000406027)
	variant  2581/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 21)
		n1 false (test_time = 2.02739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000390053)
	variant  2582/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 20)
		n1 false (test_time = 2.17053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000480175)
	variant  2583/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 19)
		n1 false (test_time = 2.04946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000364065)
	variant  2584/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 18)
		n1 false (test_time = 2.09107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000400066)
	variant  2585/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 17)
		n1 false (test_time = 2.04382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000315905)
	variant  2586/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 16)
		n1 false (test_time = 2.07872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000285149)
	variant  2587/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 15)
		n1 false (test_time = 2.08914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000274897)
	variant  2588/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 14)
		n1 false (test_time = 2.08859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000288963)
	variant  2589/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 13)
		n1 false (test_time = 2.08412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000237942)
	variant  2590/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 12)
		n1 false (test_time = 2.07006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000209093)
	variant  2591/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 11)
		n1 false (test_time = 2.08413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0002141)
	variant  2592/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 10)
		n1 false (test_time = 2.06826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000165939)
	variant  2593/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 9)
		n1 false (test_time = 2.05161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151873)
	variant  2594/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 8)
		n1 false (test_time = 2.10061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000137806)
	variant  2595/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 7)
		n1 false (test_time = 2.11141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000111103)
	variant  2596/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 6)
		n1 false (test_time = 2.10835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.29697e-05)
	variant  2597/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 5)
		n1 false (test_time = 2.04907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  2598/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 4)
		n1 false (test_time = 2.07667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  2599/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 3)
		n1 false (test_time = 2.10625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2600/26032 = ?(1,a(702,738)) ?(2,a(702,751)) ?(3,a(702,752)) ?(4,a(702,753)) ?(5,a(702,754)) ?(6,a(702,755)) ?(7,a(702,756)) ?(8,a(702,757)) ?(9,a(702,758)) ?(10,a(702,759)) ?(11,a(702,775)) ?(12,a(702,776)) ?(13,a(702,777)) ?(14,a(702,778)) ?(15,a(702,779)) ?(16,a(702,780)) ?(17,a(702,781)) ?(18,a(702,784)) ?(19,a(702,785)) ?(20,a(702,786)) ?(21,a(702,787)) ?(22,a(702,788)) ?(23,a(702,789)) ?(24,a(702,790)) ?(25,a(702,798)) ?(26,a(702,799)) ?(27,a(702,801)) ?(28,a(702,802)) ?(29,a(702,803)) ?(30,a(702,805)) ?(31,a(702,811)) ?(32,a(702,813)) ?(33,a(702,814)) ?(34,a(702,815)) ?(35,a(702,816)) ?(36,a(702,818)) ?(37,a(702,819)) ?(38,a(702,820)) ?(39,a(702,821)) ?(40,a(702,822)) ?(41,a(702,823)) ?(42,a(702,831)) ?(43,a(702,833)) ?(44,a(702,836)) ?(45,a(702,837)) ?(46,a(702,838)) ?(47,a(702,839)) ?(48,a(702,841)) ?(49,a(702,845)) ?(50,a(702,852))  (21 tests, cond 2)
		n1 false (test_time = 2.07062)
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 = 0.505562)
search: ww_adaptive: found best (time_taken = 0.00080204)
	variant  2601/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 1)
		n1 false (test_time = 2.78992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157213)
	variant  2602/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 50)
		n1 false (test_time = 2.02303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141978)
	variant  2603/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 49)
		n1 false (test_time = 2.03492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002352)
	variant  2604/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 48)
		n1 false (test_time = 2.05182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170898)
	variant  2605/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 47)
		n1 false (test_time = 2.00899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190616)
	variant  2606/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 46)
		n1 false (test_time = 2.11535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202894)
	variant  2607/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 45)
		n1 false (test_time = 2.03343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238609)
	variant  2608/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 44)
		n1 false (test_time = 2.04486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001194)
	variant  2609/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 43)
		n1 false (test_time = 2.06056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124311)
	variant  2610/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 42)
		n1 false (test_time = 2.14691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158787)
	variant  2611/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 41)
		n1 false (test_time = 2.02731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131702)
	variant  2612/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 40)
		n1 false (test_time = 1.98447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157213)
	variant  2613/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 39)
		n1 false (test_time = 2.11656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116897)
	variant  2614/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 38)
		n1 false (test_time = 2.02565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116611)
	variant  2615/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 37)
		n1 false (test_time = 2.02291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102091)
	variant  2616/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 36)
		n1 false (test_time = 2.01659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131392)
	variant  2617/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 35)
		n1 false (test_time = 2.00959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00186896)
	variant  2618/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 34)
		n1 false (test_time = 2.01355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113988)
	variant  2619/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 33)
		n1 false (test_time = 2.01784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110102)
	variant  2620/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 32)
		n1 false (test_time = 2.0169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109792)
	variant  2621/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 31)
		n1 false (test_time = 2.07731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000965834)
	variant  2622/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 30)
		n1 false (test_time = 2.02032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000905991)
	variant  2623/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 29)
		n1 false (test_time = 2.08028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000946045)
	variant  2624/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 28)
		n1 false (test_time = 2.01813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000842094)
	variant  2625/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 27)
		n1 false (test_time = 2.04017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000879049)
	variant  2626/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 26)
		n1 false (test_time = 2.03639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00081706)
	variant  2627/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 25)
		n1 false (test_time = 2.0508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019958)
	variant  2628/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 24)
		n1 false (test_time = 2.01712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000453949)
	variant  2629/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 23)
		n1 false (test_time = 2.0607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000476837)
	variant  2630/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 22)
		n1 false (test_time = 2.0955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488997)
	variant  2631/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 21)
		n1 false (test_time = 2.04999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000400782)
	variant  2632/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 20)
		n1 false (test_time = 2.06457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000452995)
	variant  2633/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 19)
		n1 false (test_time = 2.05406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000361919)
	variant  2634/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 18)
		n1 false (test_time = 2.02184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000335932)
	variant  2635/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 17)
		n1 false (test_time = 2.10113)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000387907)
	variant  2636/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 16)
		n1 false (test_time = 2.02124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00041008)
	variant  2637/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 15)
		n1 false (test_time = 2.04497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000289202)
	variant  2638/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 14)
		n1 false (test_time = 2.1169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000259876)
	variant  2639/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 13)
		n1 false (test_time = 2.0308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221014)
	variant  2640/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 12)
		n1 false (test_time = 2.04173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000206947)
	variant  2641/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 11)
		n1 false (test_time = 2.03657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000198126)
	variant  2642/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 10)
		n1 false (test_time = 2.10909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000287056)
	variant  2643/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 9)
		n1 false (test_time = 2.01697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00014782)
	variant  2644/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 8)
		n1 false (test_time = 2.00023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant  2645/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 7)
		n1 false (test_time = 2.04708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000146866)
	variant  2646/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 6)
		n1 false (test_time = 2.03461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.20296e-05)
	variant  2647/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 5)
		n1 false (test_time = 2.11158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-05)
	variant  2648/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 4)
		n1 false (test_time = 2.01496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  2649/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 3)
		n1 false (test_time = 2.03285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2650/26032 = ?(1,a(702,656)) ?(2,a(702,657)) ?(3,a(702,659)) ?(4,a(702,661)) ?(5,a(702,662)) ?(6,a(702,663)) ?(7,a(702,664)) ?(8,a(702,665)) ?(9,a(702,666)) ?(10,a(702,667)) ?(11,a(702,668)) ?(12,a(702,670)) ?(13,a(702,671)) ?(14,a(702,672)) ?(15,a(702,673)) ?(16,a(702,674)) ?(17,a(702,675)) ?(18,a(702,678)) ?(19,a(702,679)) ?(20,a(702,690)) ?(21,a(702,692)) ?(22,a(702,693)) ?(23,a(702,695)) ?(24,a(702,697)) ?(25,a(702,698)) ?(26,a(702,699)) ?(27,a(702,700)) ?(28,a(702,701)) ?(29,a(702,703)) ?(30,a(702,704)) ?(31,a(702,705)) ?(32,a(702,707)) ?(33,a(702,708)) ?(34,a(702,709)) ?(35,a(702,710)) ?(36,a(702,711)) ?(37,a(702,713)) ?(38,a(702,715)) ?(39,a(702,723)) ?(40,a(702,724)) ?(41,a(702,725)) ?(42,a(702,726)) ?(43,a(702,727)) ?(44,a(702,728)) ?(45,a(702,729)) ?(46,a(702,730)) ?(47,a(702,732)) ?(48,a(702,734)) ?(49,a(702,736)) ?(50,a(702,737))  (21 tests, cond 2)
		n1 false (test_time = 2.01954)
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 = 0.490945)
search: ww_adaptive: found best (time_taken = 0.00115609)
	variant  2651/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 1)
		n1 false (test_time = 2.61823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00273705)
	variant  2652/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 50)
		n1 false (test_time = 1.94589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00271988)
	variant  2653/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 49)
		n1 false (test_time = 1.94366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015161)
	variant  2654/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 48)
		n1 false (test_time = 1.95272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141501)
	variant  2655/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 47)
		n1 false (test_time = 1.95432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137687)
	variant  2656/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 46)
		n1 false (test_time = 2.06529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169516)
	variant  2657/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 45)
		n1 false (test_time = 1.93557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185418)
	variant  2658/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 44)
		n1 false (test_time = 1.98033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187802)
	variant  2659/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 43)
		n1 false (test_time = 1.95378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200391)
	variant  2660/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 42)
		n1 false (test_time = 1.9788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208306)
	variant  2661/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 41)
		n1 false (test_time = 2.00919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217581)
	variant  2662/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 40)
		n1 false (test_time = 1.94813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176191)
	variant  2663/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 39)
		n1 false (test_time = 1.93166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187993)
	variant  2664/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 38)
		n1 false (test_time = 1.95404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130892)
	variant  2665/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 37)
		n1 false (test_time = 1.96352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001158)
	variant  2666/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 36)
		n1 false (test_time = 2.05334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157213)
	variant  2667/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 35)
		n1 false (test_time = 2.02634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114107)
	variant  2668/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 34)
		n1 false (test_time = 1.92645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000960112)
	variant  2669/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 33)
		n1 false (test_time = 1.93064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124311)
	variant  2670/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 32)
		n1 false (test_time = 2.03596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152683)
	variant  2671/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 31)
		n1 false (test_time = 1.96852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114512)
	variant  2672/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 30)
		n1 false (test_time = 1.95712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111818)
	variant  2673/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 29)
		n1 false (test_time = 1.94281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105095)
	variant  2674/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 28)
		n1 false (test_time = 1.91825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000888109)
	variant  2675/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 27)
		n1 false (test_time = 1.93304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000828981)
	variant  2676/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 26)
		n1 false (test_time = 2.0558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000846148)
	variant  2677/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 25)
		n1 false (test_time = 1.95032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488997)
	variant  2678/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 24)
		n1 false (test_time = 1.93108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000448942)
	variant  2679/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 23)
		n1 false (test_time = 1.90981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000423908)
	variant  2680/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 22)
		n1 false (test_time = 1.99144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000545025)
	variant  2681/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 21)
		n1 false (test_time = 2.08)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000658035)
	variant  2682/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 20)
		n1 false (test_time = 1.95526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000368118)
	variant  2683/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 19)
		n1 false (test_time = 1.95974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000360966)
	variant  2684/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 18)
		n1 false (test_time = 1.97894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000351191)
	variant  2685/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 17)
		n1 false (test_time = 1.96194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000308037)
	variant  2686/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 16)
		n1 false (test_time = 2.03609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000302076)
	variant  2687/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 15)
		n1 false (test_time = 2.01106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000471115)
	variant  2688/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 14)
		n1 false (test_time = 1.94958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000246048)
	variant  2689/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 13)
		n1 false (test_time = 1.97136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000243902)
	variant  2690/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 12)
		n1 false (test_time = 1.95107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221014)
	variant  2691/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 11)
		n1 false (test_time = 2.00732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187159)
	variant  2692/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 10)
		n1 false (test_time = 1.99178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000189066)
	variant  2693/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 9)
		n1 false (test_time = 1.99414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000156164)
	variant  2694/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 8)
		n1 false (test_time = 1.95534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  2695/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 7)
		n1 false (test_time = 1.97359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000131845)
	variant  2696/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 6)
		n1 false (test_time = 2.05109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.48906e-05)
	variant  2697/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 5)
		n1 false (test_time = 2.01223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.20296e-05)
	variant  2698/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 4)
		n1 false (test_time = 1.96001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.79493e-05)
	variant  2699/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 3)
		n1 false (test_time = 1.95681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2700/26032 = ?(1,a(681,814)) ?(2,a(681,815)) ?(3,a(681,816)) ?(4,a(681,818)) ?(5,a(681,819)) ?(6,a(681,820)) ?(7,a(681,821)) ?(8,a(681,822)) ?(9,a(681,823)) ?(10,a(681,831)) ?(11,a(681,833)) ?(12,a(681,836)) ?(13,a(681,837)) ?(14,a(681,838)) ?(15,a(681,839)) ?(16,a(681,841)) ?(17,a(681,845)) ?(18,a(681,852)) ?(19,a(681,853)) ?(20,a(681,854)) ?(21,a(681,865)) ?(22,a(681,867)) ?(23,a(681,869)) ?(24,a(681,870)) ?(25,a(681,871)) ?(26,a(681,872)) ?(27,a(681,873)) ?(28,a(681,874)) ?(29,a(681,876)) ?(30,a(681,877)) ?(31,a(681,880)) ?(32,a(681,881)) ?(33,a(681,882)) ?(34,a(702,515)) ?(35,a(702,584)) ?(36,a(702,587)) ?(37,a(702,597)) ?(38,a(702,598)) ?(39,a(702,618)) ?(40,a(702,619)) ?(41,a(702,641)) ?(42,a(702,642)) ?(43,a(702,643)) ?(44,a(702,644)) ?(45,a(702,645)) ?(46,a(702,646)) ?(47,a(702,647)) ?(48,a(702,648)) ?(49,a(702,651)) ?(50,a(702,654))  (21 tests, cond 2)
		n1 false (test_time = 1.97877)
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 = 0.495206)
search: ww_adaptive: found best (time_taken = 0.000886917)
	variant  2701/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 1)
		n1 false (test_time = 2.56121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164509)
	variant  2702/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 50)
		n1 false (test_time = 1.91301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162101)
	variant  2703/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 49)
		n1 false (test_time = 1.99325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190592)
	variant  2704/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 48)
		n1 false (test_time = 1.90586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129795)
	variant  2705/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 47)
		n1 false (test_time = 1.92401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012579)
	variant  2706/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 46)
		n1 false (test_time = 2.04669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00279212)
	variant  2707/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 45)
		n1 false (test_time = 1.9363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00472188)
	variant  2708/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 44)
		n1 false (test_time = 1.97776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00391197)
	variant  2709/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 43)
		n1 false (test_time = 1.93077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00248599)
	variant  2710/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 42)
		n1 false (test_time = 1.97571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234604)
	variant  2711/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 41)
		n1 false (test_time = 1.95343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022881)
	variant  2712/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 40)
		n1 false (test_time = 1.91518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132322)
	variant  2713/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 39)
		n1 false (test_time = 1.99411)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125694)
	variant  2714/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 38)
		n1 false (test_time = 1.89758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00172901)
	variant  2715/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 37)
		n1 false (test_time = 1.92948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162101)
	variant  2716/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 36)
		n1 false (test_time = 1.98458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145698)
	variant  2717/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 35)
		n1 false (test_time = 1.93657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137782)
	variant  2718/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 34)
		n1 false (test_time = 2.04349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167584)
	variant  2719/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 33)
		n1 false (test_time = 1.89332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205398)
	variant  2720/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 32)
		n1 false (test_time = 1.94628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212789)
	variant  2721/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 31)
		n1 false (test_time = 1.96561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204802)
	variant  2722/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 30)
		n1 false (test_time = 1.92534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179505)
	variant  2723/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 29)
		n1 false (test_time = 1.90663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121999)
	variant  2724/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 28)
		n1 false (test_time = 1.9545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000972986)
	variant  2725/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 27)
		n1 false (test_time = 1.96001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00090313)
	variant  2726/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 26)
		n1 false (test_time = 1.97137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000923872)
	variant  2727/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 25)
		n1 false (test_time = 1.92432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000464916)
	variant  2728/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 24)
		n1 false (test_time = 1.94157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000478029)
	variant  2729/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 23)
		n1 false (test_time = 1.93516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000438929)
	variant  2730/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 22)
		n1 false (test_time = 1.94893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00041008)
	variant  2731/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 21)
		n1 false (test_time = 2.0478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386953)
	variant  2732/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 20)
		n1 false (test_time = 1.93768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000380039)
	variant  2733/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 19)
		n1 false (test_time = 2.0258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00057888)
	variant  2734/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 18)
		n1 false (test_time = 1.9254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344992)
	variant  2735/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 17)
		n1 false (test_time = 1.97123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000350952)
	variant  2736/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 16)
		n1 false (test_time = 1.93913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00031805)
	variant  2737/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 15)
		n1 false (test_time = 1.95285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028491)
	variant  2738/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 14)
		n1 false (test_time = 1.99139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000258923)
	variant  2739/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 13)
		n1 false (test_time = 1.92065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000220776)
	variant  2740/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 12)
		n1 false (test_time = 1.96739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231028)
	variant  2741/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 11)
		n1 false (test_time = 1.95353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000195026)
	variant  2742/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 10)
		n1 false (test_time = 1.95372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant  2743/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 9)
		n1 false (test_time = 2.11758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000201941)
	variant  2744/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 8)
		n1 false (test_time = 1.97038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000145912)
	variant  2745/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 7)
		n1 false (test_time = 1.90933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  2746/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 6)
		n1 false (test_time = 1.96171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.08375e-05)
	variant  2747/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 5)
		n1 false (test_time = 1.92372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.10487e-05)
	variant  2748/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 4)
		n1 false (test_time = 1.94696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.88758e-05)
	variant  2749/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 3)
		n1 false (test_time = 1.93504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2750/26032 = ?(1,a(681,708)) ?(2,a(681,709)) ?(3,a(681,710)) ?(4,a(681,711)) ?(5,a(681,713)) ?(6,a(681,715)) ?(7,a(681,723)) ?(8,a(681,724)) ?(9,a(681,725)) ?(10,a(681,726)) ?(11,a(681,727)) ?(12,a(681,728)) ?(13,a(681,729)) ?(14,a(681,730)) ?(15,a(681,732)) ?(16,a(681,734)) ?(17,a(681,736)) ?(18,a(681,737)) ?(19,a(681,738)) ?(20,a(681,751)) ?(21,a(681,752)) ?(22,a(681,753)) ?(23,a(681,754)) ?(24,a(681,755)) ?(25,a(681,756)) ?(26,a(681,757)) ?(27,a(681,758)) ?(28,a(681,759)) ?(29,a(681,775)) ?(30,a(681,776)) ?(31,a(681,777)) ?(32,a(681,778)) ?(33,a(681,779)) ?(34,a(681,780)) ?(35,a(681,781)) ?(36,a(681,784)) ?(37,a(681,785)) ?(38,a(681,786)) ?(39,a(681,787)) ?(40,a(681,788)) ?(41,a(681,789)) ?(42,a(681,790)) ?(43,a(681,798)) ?(44,a(681,799)) ?(45,a(681,801)) ?(46,a(681,802)) ?(47,a(681,803)) ?(48,a(681,805)) ?(49,a(681,811)) ?(50,a(681,813))  (21 tests, cond 2)
		n1 false (test_time = 1.95886)
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 = 0.512977)
search: ww_adaptive: found best (time_taken = 0.00149298)
	variant  2751/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 1)
		n1 false (test_time = 2.55572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173593)
	variant  2752/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 50)
		n1 false (test_time = 1.88836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155401)
	variant  2753/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 49)
		n1 false (test_time = 1.92377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136209)
	variant  2754/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 48)
		n1 false (test_time = 1.94124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216818)
	variant  2755/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 47)
		n1 false (test_time = 2.06773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149107)
	variant  2756/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 46)
		n1 false (test_time = 1.97991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243616)
	variant  2757/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 45)
		n1 false (test_time = 1.93243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142789)
	variant  2758/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 44)
		n1 false (test_time = 1.91736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178909)
	variant  2759/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 43)
		n1 false (test_time = 1.93615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125599)
	variant  2760/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 42)
		n1 false (test_time = 1.91799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121093)
	variant  2761/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 41)
		n1 false (test_time = 1.90863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179005)
	variant  2762/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 40)
		n1 false (test_time = 1.89375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177598)
	variant  2763/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 39)
		n1 false (test_time = 1.92122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106621)
	variant  2764/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 38)
		n1 false (test_time = 1.93101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111604)
	variant  2765/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 37)
		n1 false (test_time = 1.92655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010488)
	variant  2766/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 36)
		n1 false (test_time = 1.95755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103092)
	variant  2767/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 35)
		n1 false (test_time = 1.92317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116205)
	variant  2768/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 34)
		n1 false (test_time = 1.9291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00264883)
	variant  2769/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 33)
		n1 false (test_time = 1.91045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00409889)
	variant  2770/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 32)
		n1 false (test_time = 1.94719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00316882)
	variant  2771/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 31)
		n1 false (test_time = 2.00812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214911)
	variant  2772/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 30)
		n1 false (test_time = 1.91575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228405)
	variant  2773/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 29)
		n1 false (test_time = 2.03808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00232196)
	variant  2774/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 28)
		n1 false (test_time = 1.902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000999928)
	variant  2775/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 27)
		n1 false (test_time = 1.91173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000972986)
	variant  2776/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 26)
		n1 false (test_time = 1.99115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000947952)
	variant  2777/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 25)
		n1 false (test_time = 1.91218)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000473022)
	variant  2778/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 24)
		n1 false (test_time = 1.89589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000481844)
	variant  2779/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 23)
		n1 false (test_time = 1.91363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000428915)
	variant  2780/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 22)
		n1 false (test_time = 1.8995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000412941)
	variant  2781/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 21)
		n1 false (test_time = 1.9126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458002)
	variant  2782/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 20)
		n1 false (test_time = 1.91944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000366926)
	variant  2783/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 19)
		n1 false (test_time = 1.90363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000349998)
	variant  2784/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 18)
		n1 false (test_time = 1.90842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000356913)
	variant  2785/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 17)
		n1 false (test_time = 2.01517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000329971)
	variant  2786/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 16)
		n1 false (test_time = 1.91772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000305891)
	variant  2787/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 15)
		n1 false (test_time = 1.95696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000323057)
	variant  2788/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 14)
		n1 false (test_time = 1.93451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000259161)
	variant  2789/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 13)
		n1 false (test_time = 1.91193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226974)
	variant  2790/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 12)
		n1 false (test_time = 1.93993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000212908)
	variant  2791/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 11)
		n1 false (test_time = 1.97404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185966)
	variant  2792/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 10)
		n1 false (test_time = 1.91289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018096)
	variant  2793/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 9)
		n1 false (test_time = 1.90707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144958)
	variant  2794/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 8)
		n1 false (test_time = 1.96939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000130892)
	variant  2795/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 7)
		n1 false (test_time = 1.91482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000106096)
	variant  2796/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 6)
		n1 false (test_time = 1.90242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  2797/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 5)
		n1 false (test_time = 1.95847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  2798/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 4)
		n1 false (test_time = 1.90489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.69685e-05)
	variant  2799/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 3)
		n1 false (test_time = 2.02954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.00136e-05)
	variant  2800/26032 = ?(1,a(680,882)) ?(2,a(681,515)) ?(3,a(681,584)) ?(4,a(681,587)) ?(5,a(681,597)) ?(6,a(681,598)) ?(7,a(681,618)) ?(8,a(681,619)) ?(9,a(681,641)) ?(10,a(681,642)) ?(11,a(681,643)) ?(12,a(681,644)) ?(13,a(681,645)) ?(14,a(681,646)) ?(15,a(681,647)) ?(16,a(681,648)) ?(17,a(681,651)) ?(18,a(681,654)) ?(19,a(681,656)) ?(20,a(681,657)) ?(21,a(681,659)) ?(22,a(681,661)) ?(23,a(681,662)) ?(24,a(681,663)) ?(25,a(681,664)) ?(26,a(681,665)) ?(27,a(681,666)) ?(28,a(681,667)) ?(29,a(681,668)) ?(30,a(681,670)) ?(31,a(681,671)) ?(32,a(681,672)) ?(33,a(681,673)) ?(34,a(681,674)) ?(35,a(681,675)) ?(36,a(681,678)) ?(37,a(681,679)) ?(38,a(681,690)) ?(39,a(681,692)) ?(40,a(681,693)) ?(41,a(681,695)) ?(42,a(681,697)) ?(43,a(681,698)) ?(44,a(681,699)) ?(45,a(681,700)) ?(46,a(681,701)) ?(47,a(681,703)) ?(48,a(681,704)) ?(49,a(681,705)) ?(50,a(681,707))  (21 tests, cond 2)
		n1 false (test_time = 1.90386)
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 = 0.499403)
search: ww_adaptive: found best (time_taken = 0.000815153)
	variant  2801/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 1)
		n1 false (test_time = 2.70014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160813)
	variant  2802/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 50)
		n1 false (test_time = 2.0689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00256395)
	variant  2803/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 49)
		n1 false (test_time = 2.05585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00268292)
	variant  2804/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 48)
		n1 false (test_time = 1.99926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153804)
	variant  2805/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 47)
		n1 false (test_time = 2.02896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154996)
	variant  2806/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 46)
		n1 false (test_time = 2.04287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124907)
	variant  2807/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 45)
		n1 false (test_time = 1.99904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163913)
	variant  2808/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 44)
		n1 false (test_time = 2.02904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00194716)
	variant  2809/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 43)
		n1 false (test_time = 2.0055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162292)
	variant  2810/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 42)
		n1 false (test_time = 2.01653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213099)
	variant  2811/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 41)
		n1 false (test_time = 2.02059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224495)
	variant  2812/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 40)
		n1 false (test_time = 2.03541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176692)
	variant  2813/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 39)
		n1 false (test_time = 2.13994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243998)
	variant  2814/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 38)
		n1 false (test_time = 2.05874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209403)
	variant  2815/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 37)
		n1 false (test_time = 2.09959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132203)
	variant  2816/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 36)
		n1 false (test_time = 2.05783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120783)
	variant  2817/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 35)
		n1 false (test_time = 2.05009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115395)
	variant  2818/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 34)
		n1 false (test_time = 2.04846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127292)
	variant  2819/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 33)
		n1 false (test_time = 2.05111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114489)
	variant  2820/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 32)
		n1 false (test_time = 2.05694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120091)
	variant  2821/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 31)
		n1 false (test_time = 2.05671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129914)
	variant  2822/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 30)
		n1 false (test_time = 2.09566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132298)
	variant  2823/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 29)
		n1 false (test_time = 2.03932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125003)
	variant  2824/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 28)
		n1 false (test_time = 2.04192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120282)
	variant  2825/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 27)
		n1 false (test_time = 2.08778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148702)
	variant  2826/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 26)
		n1 false (test_time = 2.00911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00051403)
	variant  2827/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 25)
		n1 false (test_time = 2.01782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00047183)
	variant  2828/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 24)
		n1 false (test_time = 2.0391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000473976)
	variant  2829/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 23)
		n1 false (test_time = 2.01365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000472069)
	variant  2830/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 22)
		n1 false (test_time = 2.13719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000399113)
	variant  2831/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 21)
		n1 false (test_time = 2.02903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488997)
	variant  2832/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 20)
		n1 false (test_time = 2.06674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000370026)
	variant  2833/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 19)
		n1 false (test_time = 2.01792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000348091)
	variant  2834/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 18)
		n1 false (test_time = 2.05091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000317812)
	variant  2835/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 17)
		n1 false (test_time = 2.01918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000339985)
	variant  2836/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 16)
		n1 false (test_time = 2.00351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000294209)
	variant  2837/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 15)
		n1 false (test_time = 2.13737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000287056)
	variant  2838/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 14)
		n1 false (test_time = 2.03523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000258207)
	variant  2839/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 13)
		n1 false (test_time = 2.05671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221014)
	variant  2840/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 12)
		n1 false (test_time = 2.05362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231028)
	variant  2841/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 11)
		n1 false (test_time = 2.05825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019598)
	variant  2842/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 10)
		n1 false (test_time = 2.14356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174999)
	variant  2843/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 9)
		n1 false (test_time = 2.04492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151873)
	variant  2844/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 8)
		n1 false (test_time = 2.03941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00012207)
	variant  2845/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 7)
		n1 false (test_time = 2.03931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000100851)
	variant  2846/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 6)
		n1 false (test_time = 2.05762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  2847/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 5)
		n1 false (test_time = 2.03732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.60691e-05)
	variant  2848/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 4)
		n1 false (test_time = 2.02623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.98295e-05)
	variant  2849/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 3)
		n1 false (test_time = 2.10642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  2850/26032 = ?(1,a(680,779)) ?(2,a(680,780)) ?(3,a(680,781)) ?(4,a(680,784)) ?(5,a(680,785)) ?(6,a(680,786)) ?(7,a(680,787)) ?(8,a(680,788)) ?(9,a(680,789)) ?(10,a(680,790)) ?(11,a(680,798)) ?(12,a(680,799)) ?(13,a(680,801)) ?(14,a(680,802)) ?(15,a(680,803)) ?(16,a(680,805)) ?(17,a(680,811)) ?(18,a(680,813)) ?(19,a(680,814)) ?(20,a(680,815)) ?(21,a(680,816)) ?(22,a(680,818)) ?(23,a(680,819)) ?(24,a(680,820)) ?(25,a(680,821)) ?(26,a(680,822)) ?(27,a(680,823)) ?(28,a(680,831)) ?(29,a(680,833)) ?(30,a(680,836)) ?(31,a(680,837)) ?(32,a(680,838)) ?(33,a(680,839)) ?(34,a(680,841)) ?(35,a(680,845)) ?(36,a(680,852)) ?(37,a(680,853)) ?(38,a(680,854)) ?(39,a(680,865)) ?(40,a(680,867)) ?(41,a(680,869)) ?(42,a(680,870)) ?(43,a(680,871)) ?(44,a(680,872)) ?(45,a(680,873)) ?(46,a(680,874)) ?(47,a(680,876)) ?(48,a(680,877)) ?(49,a(680,880)) ?(50,a(680,881))  (21 tests, cond 2)
		n1 false (test_time = 2.07611)
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 = 0.514239)
search: ww_adaptive: found best (time_taken = 0.000803947)
	variant  2851/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 1)
		n1 false (test_time = 2.79085)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155401)
	variant  2852/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 50)
		n1 false (test_time = 2.08436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014081)
	variant  2853/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 49)
		n1 false (test_time = 2.06657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218296)
	variant  2854/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 48)
		n1 false (test_time = 2.06178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146699)
	variant  2855/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 47)
		n1 false (test_time = 2.0694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144005)
	variant  2856/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 46)
		n1 false (test_time = 2.07081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014782)
	variant  2857/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 45)
		n1 false (test_time = 2.06894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015049)
	variant  2858/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 44)
		n1 false (test_time = 2.10612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126505)
	variant  2859/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 43)
		n1 false (test_time = 2.04585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124788)
	variant  2860/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 42)
		n1 false (test_time = 2.09275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117087)
	variant  2861/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 41)
		n1 false (test_time = 2.114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216389)
	variant  2862/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 40)
		n1 false (test_time = 2.05427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113392)
	variant  2863/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 39)
		n1 false (test_time = 2.08615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158811)
	variant  2864/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 38)
		n1 false (test_time = 2.11049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106311)
	variant  2865/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 37)
		n1 false (test_time = 2.13922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110316)
	variant  2866/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 36)
		n1 false (test_time = 2.07393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983953)
	variant  2867/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 35)
		n1 false (test_time = 2.0635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00520492)
	variant  2868/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 34)
		n1 false (test_time = 2.08969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00481296)
	variant  2869/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 33)
		n1 false (test_time = 2.15362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0191131)
	variant  2870/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 32)
		n1 false (test_time = 2.13505)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219488)
	variant  2871/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 31)
		n1 false (test_time = 2.06142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215816)
	variant  2872/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 30)
		n1 false (test_time = 2.13129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204611)
	variant  2873/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 29)
		n1 false (test_time = 2.0515)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156093)
	variant  2874/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 28)
		n1 false (test_time = 2.06043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108695)
	variant  2875/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 27)
		n1 false (test_time = 2.06448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000938177)
	variant  2876/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 26)
		n1 false (test_time = 2.04367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000525951)
	variant  2877/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 25)
		n1 false (test_time = 2.14102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000559092)
	variant  2878/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 24)
		n1 false (test_time = 2.11993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000463009)
	variant  2879/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 23)
		n1 false (test_time = 2.08275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000540018)
	variant  2880/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 22)
		n1 false (test_time = 2.07159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427961)
	variant  2881/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 21)
		n1 false (test_time = 2.12245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000390053)
	variant  2882/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 20)
		n1 false (test_time = 2.08874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000421047)
	variant  2883/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 19)
		n1 false (test_time = 2.09978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000350952)
	variant  2884/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 18)
		n1 false (test_time = 2.10532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000329018)
	variant  2885/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 17)
		n1 false (test_time = 2.07566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000309944)
	variant  2886/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 16)
		n1 false (test_time = 2.06274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030899)
	variant  2887/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 15)
		n1 false (test_time = 2.07879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000314951)
	variant  2888/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 14)
		n1 false (test_time = 2.04253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324965)
	variant  2889/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 13)
		n1 false (test_time = 2.09627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000228882)
	variant  2890/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 12)
		n1 false (test_time = 2.11418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000210047)
	variant  2891/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 11)
		n1 false (test_time = 2.25126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000184774)
	variant  2892/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 10)
		n1 false (test_time = 2.08174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164986)
	variant  2893/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 9)
		n1 false (test_time = 2.129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  2894/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 8)
		n1 false (test_time = 2.07362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000141144)
	variant  2895/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 7)
		n1 false (test_time = 2.05794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000113964)
	variant  2896/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 6)
		n1 false (test_time = 2.11941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000100136)
	variant  2897/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 5)
		n1 false (test_time = 2.22678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.48634e-05)
	variant  2898/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 4)
		n1 false (test_time = 2.06768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.88758e-05)
	variant  2899/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 3)
		n1 false (test_time = 2.06098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2900/26032 = ?(1,a(680,673)) ?(2,a(680,674)) ?(3,a(680,675)) ?(4,a(680,678)) ?(5,a(680,679)) ?(6,a(680,690)) ?(7,a(680,692)) ?(8,a(680,693)) ?(9,a(680,695)) ?(10,a(680,697)) ?(11,a(680,698)) ?(12,a(680,699)) ?(13,a(680,700)) ?(14,a(680,701)) ?(15,a(680,703)) ?(16,a(680,704)) ?(17,a(680,705)) ?(18,a(680,707)) ?(19,a(680,708)) ?(20,a(680,709)) ?(21,a(680,710)) ?(22,a(680,711)) ?(23,a(680,713)) ?(24,a(680,715)) ?(25,a(680,723)) ?(26,a(680,724)) ?(27,a(680,725)) ?(28,a(680,726)) ?(29,a(680,727)) ?(30,a(680,728)) ?(31,a(680,729)) ?(32,a(680,730)) ?(33,a(680,732)) ?(34,a(680,734)) ?(35,a(680,736)) ?(36,a(680,737)) ?(37,a(680,738)) ?(38,a(680,751)) ?(39,a(680,752)) ?(40,a(680,753)) ?(41,a(680,754)) ?(42,a(680,755)) ?(43,a(680,756)) ?(44,a(680,757)) ?(45,a(680,758)) ?(46,a(680,759)) ?(47,a(680,775)) ?(48,a(680,776)) ?(49,a(680,777)) ?(50,a(680,778))  (21 tests, cond 2)
		n1 false (test_time = 2.06604)
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 = 0.481474)
search: ww_adaptive: found best (time_taken = 0.000792027)
	variant  2901/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 1)
		n1 false (test_time = 2.64594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156093)
	variant  2902/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 50)
		n1 false (test_time = 2.01811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137901)
	variant  2903/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 49)
		n1 false (test_time = 2.04991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136209)
	variant  2904/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 48)
		n1 false (test_time = 2.00721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00352883)
	variant  2905/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 47)
		n1 false (test_time = 2.05084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00335407)
	variant  2906/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 46)
		n1 false (test_time = 2.01201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00232887)
	variant  2907/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 45)
		n1 false (test_time = 2.03695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0026381)
	variant  2908/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 44)
		n1 false (test_time = 1.9864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225091)
	variant  2909/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 43)
		n1 false (test_time = 1.99262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201797)
	variant  2910/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 42)
		n1 false (test_time = 2.06071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128412)
	variant  2911/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 41)
		n1 false (test_time = 2.02739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121593)
	variant  2912/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 40)
		n1 false (test_time = 2.08185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187016)
	variant  2913/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 39)
		n1 false (test_time = 2.02058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156188)
	variant  2914/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 38)
		n1 false (test_time = 2.05371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151896)
	variant  2915/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 37)
		n1 false (test_time = 2.08296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164104)
	variant  2916/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 36)
		n1 false (test_time = 2.05149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170898)
	variant  2917/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 35)
		n1 false (test_time = 2.09622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171208)
	variant  2918/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 34)
		n1 false (test_time = 2.08421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167394)
	variant  2919/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 33)
		n1 false (test_time = 2.06519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213289)
	variant  2920/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 32)
		n1 false (test_time = 2.03442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170398)
	variant  2921/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 31)
		n1 false (test_time = 2.02651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000948906)
	variant  2922/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 30)
		n1 false (test_time = 2.07469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000887871)
	variant  2923/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 29)
		n1 false (test_time = 2.03112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000925779)
	variant  2924/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 28)
		n1 false (test_time = 2.12465)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000932932)
	variant  2925/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 27)
		n1 false (test_time = 2.12186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000625849)
	variant  2926/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 26)
		n1 false (test_time = 2.03963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000577927)
	variant  2927/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 25)
		n1 false (test_time = 2.03928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000485897)
	variant  2928/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 24)
		n1 false (test_time = 2.03162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000459909)
	variant  2929/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 23)
		n1 false (test_time = 2.04953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000424147)
	variant  2930/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 22)
		n1 false (test_time = 2.07502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000478983)
	variant  2931/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 21)
		n1 false (test_time = 2.0732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00039506)
	variant  2932/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 20)
		n1 false (test_time = 2.05129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000368834)
	variant  2933/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 19)
		n1 false (test_time = 2.043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000388145)
	variant  2934/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 18)
		n1 false (test_time = 2.03189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319004)
	variant  2935/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 17)
		n1 false (test_time = 2.03388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000442028)
	variant  2936/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 16)
		n1 false (test_time = 2.12249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000277996)
	variant  2937/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 15)
		n1 false (test_time = 2.02673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267029)
	variant  2938/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 14)
		n1 false (test_time = 2.04669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257015)
	variant  2939/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 13)
		n1 false (test_time = 2.12191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000233173)
	variant  2940/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 12)
		n1 false (test_time = 2.03579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000216961)
	variant  2941/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 11)
		n1 false (test_time = 2.0546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000224113)
	variant  2942/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 10)
		n1 false (test_time = 2.03084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000177145)
	variant  2943/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 9)
		n1 false (test_time = 2.08094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000154018)
	variant  2944/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 8)
		n1 false (test_time = 2.05484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000134945)
	variant  2945/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 7)
		n1 false (test_time = 2.05939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000129938)
	variant  2946/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 6)
		n1 false (test_time = 2.10062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.91821e-05)
	variant  2947/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 5)
		n1 false (test_time = 2.07139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.91821e-05)
	variant  2948/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 4)
		n1 false (test_time = 2.12472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  2949/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 3)
		n1 false (test_time = 2.04115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2950/26032 = ?(1,a(679,820)) ?(2,a(679,821)) ?(3,a(679,822)) ?(4,a(679,823)) ?(5,a(679,833)) ?(6,a(679,836)) ?(7,a(679,837)) ?(8,a(679,838)) ?(9,a(679,841)) ?(10,a(679,845)) ?(11,a(679,852)) ?(12,a(679,865)) ?(13,a(679,867)) ?(14,a(679,869)) ?(15,a(679,872)) ?(16,a(679,873)) ?(17,a(679,874)) ?(18,a(679,881)) ?(19,a(679,882)) ?(20,a(680,515)) ?(21,a(680,584)) ?(22,a(680,587)) ?(23,a(680,597)) ?(24,a(680,598)) ?(25,a(680,618)) ?(26,a(680,619)) ?(27,a(680,641)) ?(28,a(680,642)) ?(29,a(680,643)) ?(30,a(680,644)) ?(31,a(680,645)) ?(32,a(680,646)) ?(33,a(680,647)) ?(34,a(680,648)) ?(35,a(680,651)) ?(36,a(680,654)) ?(37,a(680,656)) ?(38,a(680,657)) ?(39,a(680,659)) ?(40,a(680,661)) ?(41,a(680,662)) ?(42,a(680,663)) ?(43,a(680,664)) ?(44,a(680,665)) ?(45,a(680,666)) ?(46,a(680,667)) ?(47,a(680,668)) ?(48,a(680,670)) ?(49,a(680,671)) ?(50,a(680,672))  (21 tests, cond 2)
		n1 false (test_time = 2.04022)
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 = 0.504487)
search: ww_adaptive: found best (time_taken = 0.00180697)
	variant  2951/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 1)
		n1 false (test_time = 2.79022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146389)
	variant  2952/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 50)
		n1 false (test_time = 2.16905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138402)
	variant  2953/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 49)
		n1 false (test_time = 2.12867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00226712)
	variant  2954/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 48)
		n1 false (test_time = 2.14553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169492)
	variant  2955/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 47)
		n1 false (test_time = 2.14286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018301)
	variant  2956/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 46)
		n1 false (test_time = 2.09665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204206)
	variant  2957/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 45)
		n1 false (test_time = 2.16184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002141)
	variant  2958/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 44)
		n1 false (test_time = 2.06141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170898)
	variant  2959/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 43)
		n1 false (test_time = 2.15811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160885)
	variant  2960/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 42)
		n1 false (test_time = 2.10247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219798)
	variant  2961/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 41)
		n1 false (test_time = 2.08348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219822)
	variant  2962/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 40)
		n1 false (test_time = 2.10317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101709)
	variant  2963/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 39)
		n1 false (test_time = 2.18685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150895)
	variant  2964/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 38)
		n1 false (test_time = 2.2709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149894)
	variant  2965/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 37)
		n1 false (test_time = 2.19339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126815)
	variant  2966/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 36)
		n1 false (test_time = 2.35558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124502)
	variant  2967/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 35)
		n1 false (test_time = 2.19161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000999928)
	variant  2968/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 34)
		n1 false (test_time = 2.21583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140309)
	variant  2969/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 33)
		n1 false (test_time = 2.15661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113702)
	variant  2970/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 32)
		n1 false (test_time = 2.18213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118709)
	variant  2971/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 31)
		n1 false (test_time = 2.19049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103307)
	variant  2972/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 30)
		n1 false (test_time = 2.0878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144005)
	variant  2973/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 29)
		n1 false (test_time = 2.10944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000854969)
	variant  2974/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 28)
		n1 false (test_time = 2.07127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000845909)
	variant  2975/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 27)
		n1 false (test_time = 2.18373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00052309)
	variant  2976/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 26)
		n1 false (test_time = 2.06718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00051403)
	variant  2977/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 25)
		n1 false (test_time = 2.06223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000466824)
	variant  2978/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 24)
		n1 false (test_time = 2.06156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000766993)
	variant  2979/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 23)
		n1 false (test_time = 2.13619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000453949)
	variant  2980/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 22)
		n1 false (test_time = 2.19366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000423908)
	variant  2981/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 21)
		n1 false (test_time = 2.10095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000408888)
	variant  2982/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 20)
		n1 false (test_time = 2.1952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000385046)
	variant  2983/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 19)
		n1 false (test_time = 2.09258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000441074)
	variant  2984/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 18)
		n1 false (test_time = 2.11157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000329018)
	variant  2985/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 17)
		n1 false (test_time = 2.0863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000309944)
	variant  2986/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 16)
		n1 false (test_time = 2.0893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028491)
	variant  2987/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 15)
		n1 false (test_time = 2.11218)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257015)
	variant  2988/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 14)
		n1 false (test_time = 2.06944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265121)
	variant  2989/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 13)
		n1 false (test_time = 2.08574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000315905)
	variant  2990/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 12)
		n1 false (test_time = 2.10272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211)
	variant  2991/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 11)
		n1 false (test_time = 2.06518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant  2992/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 10)
		n1 false (test_time = 2.05926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000171185)
	variant  2993/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 9)
		n1 false (test_time = 2.05633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000155926)
	variant  2994/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 8)
		n1 false (test_time = 2.04786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123024)
	variant  2995/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 7)
		n1 false (test_time = 2.04115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108957)
	variant  2996/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 6)
		n1 false (test_time = 2.07939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.58307e-05)
	variant  2997/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 5)
		n1 false (test_time = 2.03026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.79629e-05)
	variant  2998/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 4)
		n1 false (test_time = 2.14328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  2999/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 3)
		n1 false (test_time = 2.09009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  3000/26032 = ?(1,a(679,656)) ?(2,a(679,659)) ?(3,a(679,662)) ?(4,a(679,663)) ?(5,a(679,664)) ?(6,a(679,667)) ?(7,a(679,668)) ?(8,a(679,671)) ?(9,a(679,672)) ?(10,a(679,674)) ?(11,a(679,678)) ?(12,a(679,679)) ?(13,a(679,699)) ?(14,a(679,700)) ?(15,a(679,703)) ?(16,a(679,704)) ?(17,a(679,705)) ?(18,a(679,708)) ?(19,a(679,711)) ?(20,a(679,724)) ?(21,a(679,725)) ?(22,a(679,728)) ?(23,a(679,729)) ?(24,a(679,737)) ?(25,a(679,738)) ?(26,a(679,751)) ?(27,a(679,752)) ?(28,a(679,753)) ?(29,a(679,754)) ?(30,a(679,755)) ?(31,a(679,757)) ?(32,a(679,758)) ?(33,a(679,775)) ?(34,a(679,777)) ?(35,a(679,779)) ?(36,a(679,780)) ?(37,a(679,784)) ?(38,a(679,785)) ?(39,a(679,786)) ?(40,a(679,788)) ?(41,a(679,789)) ?(42,a(679,798)) ?(43,a(679,799)) ?(44,a(679,802)) ?(45,a(679,803)) ?(46,a(679,805)) ?(47,a(679,811)) ?(48,a(679,813)) ?(49,a(679,816)) ?(50,a(679,818))  (21 tests, cond 2)
		n1 false (test_time = 2.10626)
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 = 0.507934)
search: ww_adaptive: found best (time_taken = 0.000818968)
	variant  3001/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 1)
		n1 false (test_time = 2.68939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149298)
	variant  3002/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 50)
		n1 false (test_time = 1.97243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150585)
	variant  3003/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 49)
		n1 false (test_time = 2.07204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137687)
	variant  3004/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 48)
		n1 false (test_time = 1.9754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138211)
	variant  3005/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 47)
		n1 false (test_time = 1.95563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139284)
	variant  3006/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 46)
		n1 false (test_time = 1.95881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142407)
	variant  3007/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 45)
		n1 false (test_time = 2.08637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001436)
	variant  3008/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 44)
		n1 false (test_time = 2.00345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147891)
	variant  3009/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 43)
		n1 false (test_time = 2.01642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188899)
	variant  3010/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 42)
		n1 false (test_time = 2.00543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119805)
	variant  3011/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 41)
		n1 false (test_time = 1.98975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139999)
	variant  3012/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 40)
		n1 false (test_time = 1.97576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177789)
	variant  3013/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 39)
		n1 false (test_time = 2.00418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108099)
	variant  3014/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 38)
		n1 false (test_time = 2.01704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105309)
	variant  3015/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 37)
		n1 false (test_time = 2.00671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103593)
	variant  3016/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 36)
		n1 false (test_time = 2.04525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103593)
	variant  3017/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 35)
		n1 false (test_time = 2.0164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000978947)
	variant  3018/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 34)
		n1 false (test_time = 1.99805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128007)
	variant  3019/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 33)
		n1 false (test_time = 1.95802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0025959)
	variant  3020/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 32)
		n1 false (test_time = 1.98712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00339794)
	variant  3021/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 31)
		n1 false (test_time = 2.03086)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215411)
	variant  3022/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 30)
		n1 false (test_time = 1.9834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202608)
	variant  3023/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 29)
		n1 false (test_time = 1.98727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201821)
	variant  3024/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 28)
		n1 false (test_time = 1.97057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190783)
	variant  3025/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 27)
		n1 false (test_time = 1.99974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00053215)
	variant  3026/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 26)
		n1 false (test_time = 1.9968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488043)
	variant  3027/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 25)
		n1 false (test_time = 1.9706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000467062)
	variant  3028/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 24)
		n1 false (test_time = 1.99314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000444174)
	variant  3029/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 23)
		n1 false (test_time = 1.94598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000422001)
	variant  3030/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 22)
		n1 false (test_time = 2.05753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000422001)
	variant  3031/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 21)
		n1 false (test_time = 1.98745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427961)
	variant  3032/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 20)
		n1 false (test_time = 1.94155)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00037384)
	variant  3033/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 19)
		n1 false (test_time = 2.00381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000349045)
	variant  3034/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 18)
		n1 false (test_time = 1.97925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000329971)
	variant  3035/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 17)
		n1 false (test_time = 1.94266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000325203)
	variant  3036/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 16)
		n1 false (test_time = 2.09215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000317097)
	variant  3037/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 15)
		n1 false (test_time = 2.00689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000276804)
	variant  3038/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 14)
		n1 false (test_time = 1.98867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000250101)
	variant  3039/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 13)
		n1 false (test_time = 1.97814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000234127)
	variant  3040/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 12)
		n1 false (test_time = 1.97374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000213861)
	variant  3041/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 11)
		n1 false (test_time = 1.9582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  3042/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 10)
		n1 false (test_time = 1.96615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019598)
	variant  3043/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 9)
		n1 false (test_time = 1.98572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00016284)
	variant  3044/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 8)
		n1 false (test_time = 1.94045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000140905)
	variant  3045/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 7)
		n1 false (test_time = 1.95278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000109911)
	variant  3046/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 6)
		n1 false (test_time = 1.98871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.799e-05)
	variant  3047/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 5)
		n1 false (test_time = 1.97962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.29697e-05)
	variant  3048/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 4)
		n1 false (test_time = 1.96499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.58035e-05)
	variant  3049/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 3)
		n1 false (test_time = 1.97271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  3050/26032 = ?(1,a(678,798)) ?(2,a(678,799)) ?(3,a(678,801)) ?(4,a(678,802)) ?(5,a(678,803)) ?(6,a(678,805)) ?(7,a(678,811)) ?(8,a(678,813)) ?(9,a(678,814)) ?(10,a(678,815)) ?(11,a(678,816)) ?(12,a(678,818)) ?(13,a(678,819)) ?(14,a(678,820)) ?(15,a(678,821)) ?(16,a(678,822)) ?(17,a(678,823)) ?(18,a(678,831)) ?(19,a(678,833)) ?(20,a(678,836)) ?(21,a(678,837)) ?(22,a(678,838)) ?(23,a(678,839)) ?(24,a(678,841)) ?(25,a(678,845)) ?(26,a(678,852)) ?(27,a(678,853)) ?(28,a(678,854)) ?(29,a(678,865)) ?(30,a(678,867)) ?(31,a(678,869)) ?(32,a(678,870)) ?(33,a(678,871)) ?(34,a(678,872)) ?(35,a(678,873)) ?(36,a(678,874)) ?(37,a(678,876)) ?(38,a(678,877)) ?(39,a(678,880)) ?(40,a(678,881)) ?(41,a(678,882)) ?(42,a(679,598)) ?(43,a(679,618)) ?(44,a(679,619)) ?(45,a(679,641)) ?(46,a(679,642)) ?(47,a(679,645)) ?(48,a(679,646)) ?(49,a(679,647)) ?(50,a(679,648))  (21 tests, cond 2)
		n1 false (test_time = 1.97934)
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 = 0.498718)
search: ww_adaptive: found best (time_taken = 0.00105619)
	variant  3051/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 1)
		n1 false (test_time = 2.64729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015521)
	variant  3052/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 50)
		n1 false (test_time = 2.01823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145006)
	variant  3053/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 49)
		n1 false (test_time = 2.02736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144482)
	variant  3054/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 48)
		n1 false (test_time = 1.99469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147104)
	variant  3055/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 47)
		n1 false (test_time = 2.09169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022409)
	variant  3056/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 46)
		n1 false (test_time = 2.05548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120091)
	variant  3057/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 45)
		n1 false (test_time = 1.97637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138903)
	variant  3058/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 44)
		n1 false (test_time = 2.02378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117207)
	variant  3059/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 43)
		n1 false (test_time = 1.9859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001158)
	variant  3060/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 42)
		n1 false (test_time = 2.04163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118995)
	variant  3061/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 41)
		n1 false (test_time = 1.98464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180411)
	variant  3062/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 40)
		n1 false (test_time = 1.99969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00285983)
	variant  3063/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 39)
		n1 false (test_time = 2.01499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00517607)
	variant  3064/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 38)
		n1 false (test_time = 2.02383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00369501)
	variant  3065/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 37)
		n1 false (test_time = 2.07441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233221)
	variant  3066/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 36)
		n1 false (test_time = 2.0078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242901)
	variant  3067/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 35)
		n1 false (test_time = 2.0384)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212121)
	variant  3068/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 34)
		n1 false (test_time = 2.05335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111699)
	variant  3069/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 33)
		n1 false (test_time = 2.00013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107312)
	variant  3070/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 32)
		n1 false (test_time = 2.05152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100493)
	variant  3071/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 31)
		n1 false (test_time = 2.02327)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001369)
	variant  3072/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 30)
		n1 false (test_time = 1.9966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012939)
	variant  3073/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 29)
		n1 false (test_time = 1.98306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132585)
	variant  3074/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 28)
		n1 false (test_time = 2.01335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000526905)
	variant  3075/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 27)
		n1 false (test_time = 2.02277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000512123)
	variant  3076/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 26)
		n1 false (test_time = 2.03687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000525951)
	variant  3077/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 25)
		n1 false (test_time = 2.03922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000484943)
	variant  3078/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 24)
		n1 false (test_time = 2.05303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000447035)
	variant  3079/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 23)
		n1 false (test_time = 2.07346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000433207)
	variant  3080/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 22)
		n1 false (test_time = 2.04528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000425816)
	variant  3081/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 21)
		n1 false (test_time = 2.02976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000384092)
	variant  3082/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 20)
		n1 false (test_time = 1.98053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000377893)
	variant  3083/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 19)
		n1 false (test_time = 2.12635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000369072)
	variant  3084/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 18)
		n1 false (test_time = 2.04827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00039506)
	variant  3085/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 17)
		n1 false (test_time = 2.07522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00029397)
	variant  3086/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 16)
		n1 false (test_time = 2.07163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000282049)
	variant  3087/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 15)
		n1 false (test_time = 2.04842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000286102)
	variant  3088/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 14)
		n1 false (test_time = 2.07231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000288963)
	variant  3089/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 13)
		n1 false (test_time = 2.03457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226974)
	variant  3090/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 12)
		n1 false (test_time = 2.01606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000205994)
	variant  3091/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 11)
		n1 false (test_time = 2.10145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185966)
	variant  3092/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 10)
		n1 false (test_time = 2.05133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000193119)
	variant  3093/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 9)
		n1 false (test_time = 2.04683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000195026)
	variant  3094/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 8)
		n1 false (test_time = 2.04062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  3095/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 7)
		n1 false (test_time = 2.03414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011301)
	variant  3096/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 6)
		n1 false (test_time = 2.09546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.32217e-05)
	variant  3097/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 5)
		n1 false (test_time = 2.09025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.60555e-05)
	variant  3098/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 4)
		n1 false (test_time = 2.02395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.1008e-05)
	variant  3099/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 3)
		n1 false (test_time = 2.07302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  3100/26032 = ?(1,a(678,697)) ?(2,a(678,698)) ?(3,a(678,699)) ?(4,a(678,700)) ?(5,a(678,703)) ?(6,a(678,704)) ?(7,a(678,705)) ?(8,a(678,707)) ?(9,a(678,708)) ?(10,a(678,709)) ?(11,a(678,710)) ?(12,a(678,711)) ?(13,a(678,713)) ?(14,a(678,715)) ?(15,a(678,723)) ?(16,a(678,724)) ?(17,a(678,725)) ?(18,a(678,726)) ?(19,a(678,727)) ?(20,a(678,728)) ?(21,a(678,729)) ?(22,a(678,730)) ?(23,a(678,732)) ?(24,a(678,734)) ?(25,a(678,736)) ?(26,a(678,737)) ?(27,a(678,738)) ?(28,a(678,751)) ?(29,a(678,752)) ?(30,a(678,753)) ?(31,a(678,754)) ?(32,a(678,755)) ?(33,a(678,756)) ?(34,a(678,757)) ?(35,a(678,758)) ?(36,a(678,759)) ?(37,a(678,775)) ?(38,a(678,776)) ?(39,a(678,777)) ?(40,a(678,778)) ?(41,a(678,779)) ?(42,a(678,780)) ?(43,a(678,781)) ?(44,a(678,784)) ?(45,a(678,785)) ?(46,a(678,786)) ?(47,a(678,787)) ?(48,a(678,788)) ?(49,a(678,789)) ?(50,a(678,790))  (21 tests, cond 2)
		n1 false (test_time = 2.03277)
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 = 0.533938)
search: ww_adaptive: found best (time_taken = 0.00114489)
	variant  3101/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 1)
		n1 false (test_time = 2.56834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196815)
	variant  3102/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 50)
		n1 false (test_time = 1.9203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137687)
	variant  3103/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 49)
		n1 false (test_time = 1.94235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165701)
	variant  3104/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 48)
		n1 false (test_time = 2.00412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200295)
	variant  3105/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 47)
		n1 false (test_time = 1.9221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153399)
	variant  3106/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 46)
		n1 false (test_time = 1.91826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145698)
	variant  3107/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 45)
		n1 false (test_time = 1.89754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114012)
	variant  3108/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 44)
		n1 false (test_time = 1.8824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114083)
	variant  3109/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 43)
		n1 false (test_time = 2.02892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012219)
	variant  3110/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 42)
		n1 false (test_time = 1.92721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114202)
	variant  3111/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 41)
		n1 false (test_time = 2.07726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227618)
	variant  3112/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 40)
		n1 false (test_time = 1.93195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00399399)
	variant  3113/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 39)
		n1 false (test_time = 1.95785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00265503)
	variant  3114/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 38)
		n1 false (test_time = 1.97528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219798)
	variant  3115/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 37)
		n1 false (test_time = 1.88912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220418)
	variant  3116/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 36)
		n1 false (test_time = 2.00103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171685)
	variant  3117/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 35)
		n1 false (test_time = 1.886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117993)
	variant  3118/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 34)
		n1 false (test_time = 1.89347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103307)
	variant  3119/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 33)
		n1 false (test_time = 1.96758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147796)
	variant  3120/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 32)
		n1 false (test_time = 1.93006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109506)
	variant  3121/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 31)
		n1 false (test_time = 1.883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125909)
	variant  3122/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 30)
		n1 false (test_time = 1.98215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145698)
	variant  3123/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 29)
		n1 false (test_time = 1.92164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123286)
	variant  3124/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 28)
		n1 false (test_time = 2.0263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000516176)
	variant  3125/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 27)
		n1 false (test_time = 1.8899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000499964)
	variant  3126/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 26)
		n1 false (test_time = 1.88718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000633001)
	variant  3127/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 25)
		n1 false (test_time = 1.89949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000464916)
	variant  3128/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 24)
		n1 false (test_time = 1.87829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000441074)
	variant  3129/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 23)
		n1 false (test_time = 1.94814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000461102)
	variant  3130/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 22)
		n1 false (test_time = 1.88739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000409126)
	variant  3131/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 21)
		n1 false (test_time = 1.86173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386953)
	variant  3132/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 20)
		n1 false (test_time = 1.9215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000415087)
	variant  3133/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 19)
		n1 false (test_time = 1.87218)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000342846)
	variant  3134/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 18)
		n1 false (test_time = 1.99074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000349998)
	variant  3135/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 17)
		n1 false (test_time = 1.87075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000333071)
	variant  3136/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 16)
		n1 false (test_time = 1.8883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000310183)
	variant  3137/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 15)
		n1 false (test_time = 1.92536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272989)
	variant  3138/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 14)
		n1 false (test_time = 1.91158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00026989)
	variant  3139/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 13)
		n1 false (test_time = 1.92645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000228167)
	variant  3140/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 12)
		n1 false (test_time = 1.8975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000232935)
	variant  3141/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 11)
		n1 false (test_time = 1.89734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187159)
	variant  3142/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 10)
		n1 false (test_time = 2.00967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000171185)
	variant  3143/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 9)
		n1 false (test_time = 1.93159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000145912)
	variant  3144/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 8)
		n1 false (test_time = 1.85668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000159979)
	variant  3145/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 7)
		n1 false (test_time = 1.95494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000110865)
	variant  3146/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 6)
		n1 false (test_time = 1.91271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  3147/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 5)
		n1 false (test_time = 2.01429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  3148/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 4)
		n1 false (test_time = 1.93616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.38826e-05)
	variant  3149/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 3)
		n1 false (test_time = 1.87807)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.40667e-05)
	variant  3150/26032 = ?(1,a(621,867)) ?(2,a(621,869)) ?(3,a(621,870)) ?(4,a(621,871)) ?(5,a(621,872)) ?(6,a(621,873)) ?(7,a(621,874)) ?(8,a(621,876)) ?(9,a(621,877)) ?(10,a(621,880)) ?(11,a(621,881)) ?(12,a(621,882)) ?(13,a(678,584)) ?(14,a(678,587)) ?(15,a(678,597)) ?(16,a(678,598)) ?(17,a(678,618)) ?(18,a(678,619)) ?(19,a(678,641)) ?(20,a(678,642)) ?(21,a(678,643)) ?(22,a(678,644)) ?(23,a(678,645)) ?(24,a(678,646)) ?(25,a(678,647)) ?(26,a(678,648)) ?(27,a(678,651)) ?(28,a(678,654)) ?(29,a(678,656)) ?(30,a(678,657)) ?(31,a(678,659)) ?(32,a(678,661)) ?(33,a(678,662)) ?(34,a(678,663)) ?(35,a(678,664)) ?(36,a(678,665)) ?(37,a(678,666)) ?(38,a(678,667)) ?(39,a(678,668)) ?(40,a(678,670)) ?(41,a(678,671)) ?(42,a(678,672)) ?(43,a(678,673)) ?(44,a(678,674)) ?(45,a(678,675)) ?(46,a(678,678)) ?(47,a(678,679)) ?(48,a(678,690)) ?(49,a(678,693)) ?(50,a(678,695))  (21 tests, cond 2)
		n1 false (test_time = 1.93812)
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 = 0.487567)
search: ww_adaptive: found best (time_taken = 0.00110507)
	variant  3151/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 1)
		n1 false (test_time = 2.57485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166798)
	variant  3152/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 50)
		n1 false (test_time = 1.90714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148106)
	variant  3153/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 49)
		n1 false (test_time = 1.87385)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218511)
	variant  3154/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 48)
		n1 false (test_time = 1.93682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124002)
	variant  3155/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 47)
		n1 false (test_time = 1.88957)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001194)
	variant  3156/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 46)
		n1 false (test_time = 1.87431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116396)
	variant  3157/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 45)
		n1 false (test_time = 1.89383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116801)
	variant  3158/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 44)
		n1 false (test_time = 1.86839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121903)
	variant  3159/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 43)
		n1 false (test_time = 1.9183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111103)
	variant  3160/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 42)
		n1 false (test_time = 1.87716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00272298)
	variant  3161/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 41)
		n1 false (test_time = 1.85575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00457692)
	variant  3162/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 40)
		n1 false (test_time = 1.88069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00319791)
	variant  3163/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 39)
		n1 false (test_time = 1.84509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139689)
	variant  3164/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 38)
		n1 false (test_time = 1.89341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00252795)
	variant  3165/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 37)
		n1 false (test_time = 1.83736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219202)
	variant  3166/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 36)
		n1 false (test_time = 1.81934)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121784)
	variant  3167/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 35)
		n1 false (test_time = 1.83168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108099)
	variant  3168/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 34)
		n1 false (test_time = 1.90349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100899)
	variant  3169/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 33)
		n1 false (test_time = 2.02358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001472)
	variant  3170/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 32)
		n1 false (test_time = 2.01938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146794)
	variant  3171/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 31)
		n1 false (test_time = 1.97668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164199)
	variant  3172/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 30)
		n1 false (test_time = 2.04878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001544)
	variant  3173/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 29)
		n1 false (test_time = 2.02294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000597954)
	variant  3174/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 28)
		n1 false (test_time = 1.97479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627995)
	variant  3175/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 27)
		n1 false (test_time = 1.96668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000519037)
	variant  3176/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 26)
		n1 false (test_time = 2.00099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000650167)
	variant  3177/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 25)
		n1 false (test_time = 2.04251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000499964)
	variant  3178/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 24)
		n1 false (test_time = 1.97754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458956)
	variant  3179/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 23)
		n1 false (test_time = 2.02315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000422001)
	variant  3180/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 22)
		n1 false (test_time = 1.96687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000438929)
	variant  3181/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 21)
		n1 false (test_time = 1.87632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000379086)
	variant  3182/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 20)
		n1 false (test_time = 1.95363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00037384)
	variant  3183/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 19)
		n1 false (test_time = 1.83832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00036788)
	variant  3184/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 18)
		n1 false (test_time = 1.82684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324011)
	variant  3185/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 17)
		n1 false (test_time = 1.83462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000298023)
	variant  3186/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 16)
		n1 false (test_time = 1.84416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000290155)
	variant  3187/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 15)
		n1 false (test_time = 1.93913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000266075)
	variant  3188/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 14)
		n1 false (test_time = 1.8393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000253916)
	variant  3189/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 13)
		n1 false (test_time = 1.84519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00022316)
	variant  3190/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 12)
		n1 false (test_time = 1.87649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000224829)
	variant  3191/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 11)
		n1 false (test_time = 1.8033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018692)
	variant  3192/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 10)
		n1 false (test_time = 1.83797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019908)
	variant  3193/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 9)
		n1 false (test_time = 1.86159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00022006)
	variant  3194/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 8)
		n1 false (test_time = 1.85508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  3195/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 7)
		n1 false (test_time = 1.88692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000120878)
	variant  3196/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 6)
		n1 false (test_time = 1.82942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000101089)
	variant  3197/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 5)
		n1 false (test_time = 1.86718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.98566e-05)
	variant  3198/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 4)
		n1 false (test_time = 1.86091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  3199/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 3)
		n1 false (test_time = 1.8852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  3200/26032 = ?(1,a(621,752)) ?(2,a(621,753)) ?(3,a(621,754)) ?(4,a(621,755)) ?(5,a(621,756)) ?(6,a(621,757)) ?(7,a(621,758)) ?(8,a(621,759)) ?(9,a(621,775)) ?(10,a(621,776)) ?(11,a(621,777)) ?(12,a(621,778)) ?(13,a(621,779)) ?(14,a(621,780)) ?(15,a(621,781)) ?(16,a(621,784)) ?(17,a(621,785)) ?(18,a(621,786)) ?(19,a(621,787)) ?(20,a(621,788)) ?(21,a(621,789)) ?(22,a(621,790)) ?(23,a(621,798)) ?(24,a(621,799)) ?(25,a(621,801)) ?(26,a(621,802)) ?(27,a(621,803)) ?(28,a(621,805)) ?(29,a(621,811)) ?(30,a(621,814)) ?(31,a(621,815)) ?(32,a(621,816)) ?(33,a(621,818)) ?(34,a(621,819)) ?(35,a(621,820)) ?(36,a(621,821)) ?(37,a(621,822)) ?(38,a(621,823)) ?(39,a(621,831)) ?(40,a(621,833)) ?(41,a(621,836)) ?(42,a(621,837)) ?(43,a(621,838)) ?(44,a(621,839)) ?(45,a(621,841)) ?(46,a(621,845)) ?(47,a(621,852)) ?(48,a(621,853)) ?(49,a(621,854)) ?(50,a(621,865))  (21 tests, cond 2)
		n1 false (test_time = 1.93477)
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 = 0.50224)
search: ww_adaptive: found best (time_taken = 0.00139284)
	variant  3201/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 1)
		n1 false (test_time = 2.49507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136781)
	variant  3202/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 50)
		n1 false (test_time = 1.94509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001899)
	variant  3203/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 49)
		n1 false (test_time = 1.83591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138402)
	variant  3204/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 48)
		n1 false (test_time = 1.86828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148797)
	variant  3205/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 47)
		n1 false (test_time = 1.91916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002177)
	variant  3206/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 46)
		n1 false (test_time = 1.83794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122499)
	variant  3207/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 45)
		n1 false (test_time = 1.81712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121808)
	variant  3208/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 44)
		n1 false (test_time = 1.82737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169516)
	variant  3209/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 43)
		n1 false (test_time = 1.85078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116897)
	variant  3210/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 42)
		n1 false (test_time = 1.8667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107598)
	variant  3211/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 41)
		n1 false (test_time = 1.83558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105906)
	variant  3212/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 40)
		n1 false (test_time = 1.91549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114608)
	variant  3213/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 39)
		n1 false (test_time = 1.8933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111699)
	variant  3214/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 38)
		n1 false (test_time = 1.86929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00099206)
	variant  3215/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 37)
		n1 false (test_time = 1.80894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00439787)
	variant  3216/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 36)
		n1 false (test_time = 1.83551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00503016)
	variant  3217/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 35)
		n1 false (test_time = 1.83646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0188069)
	variant  3218/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 34)
		n1 false (test_time = 1.81651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229597)
	variant  3219/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 33)
		n1 false (test_time = 1.8186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216818)
	variant  3220/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 32)
		n1 false (test_time = 1.83751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002074)
	variant  3221/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 31)
		n1 false (test_time = 1.82539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178409)
	variant  3222/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 30)
		n1 false (test_time = 1.81332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103593)
	variant  3223/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 29)
		n1 false (test_time = 1.80153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000565052)
	variant  3224/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 28)
		n1 false (test_time = 1.78797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000535965)
	variant  3225/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 27)
		n1 false (test_time = 1.82045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000509024)
	variant  3226/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 26)
		n1 false (test_time = 1.80289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000486135)
	variant  3227/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 25)
		n1 false (test_time = 1.8526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000506878)
	variant  3228/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 24)
		n1 false (test_time = 1.80099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000447989)
	variant  3229/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 23)
		n1 false (test_time = 1.83849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000444889)
	variant  3230/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 22)
		n1 false (test_time = 1.82511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000437975)
	variant  3231/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 21)
		n1 false (test_time = 1.79644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000390053)
	variant  3232/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 20)
		n1 false (test_time = 1.79788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000399113)
	variant  3233/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 19)
		n1 false (test_time = 1.79729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000400066)
	variant  3234/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 18)
		n1 false (test_time = 1.83816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000326872)
	variant  3235/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 17)
		n1 false (test_time = 1.81405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000414133)
	variant  3236/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 16)
		n1 false (test_time = 1.83175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000304937)
	variant  3237/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 15)
		n1 false (test_time = 1.80766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028801)
	variant  3238/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 14)
		n1 false (test_time = 1.81289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000251055)
	variant  3239/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 13)
		n1 false (test_time = 1.80605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000253916)
	variant  3240/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 12)
		n1 false (test_time = 1.85114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200987)
	variant  3241/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 11)
		n1 false (test_time = 1.81173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000189066)
	variant  3242/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 10)
		n1 false (test_time = 1.83129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000165224)
	variant  3243/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 9)
		n1 false (test_time = 1.81616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000147104)
	variant  3244/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 8)
		n1 false (test_time = 1.89662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000126123)
	variant  3245/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 7)
		n1 false (test_time = 1.96773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000130892)
	variant  3246/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 6)
		n1 false (test_time = 1.82867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.17776e-05)
	variant  3247/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 5)
		n1 false (test_time = 1.81368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.70092e-05)
	variant  3248/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 4)
		n1 false (test_time = 1.83777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant  3249/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 3)
		n1 false (test_time = 1.81845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  3250/26032 = ?(1,a(621,654)) ?(2,a(621,656)) ?(3,a(621,657)) ?(4,a(621,659)) ?(5,a(621,661)) ?(6,a(621,662)) ?(7,a(621,665)) ?(8,a(621,666)) ?(9,a(621,667)) ?(10,a(621,670)) ?(11,a(621,671)) ?(12,a(621,672)) ?(13,a(621,673)) ?(14,a(621,674)) ?(15,a(621,675)) ?(16,a(621,678)) ?(17,a(621,679)) ?(18,a(621,690)) ?(19,a(621,692)) ?(20,a(621,693)) ?(21,a(621,695)) ?(22,a(621,697)) ?(23,a(621,698)) ?(24,a(621,699)) ?(25,a(621,700)) ?(26,a(621,701)) ?(27,a(621,703)) ?(28,a(621,704)) ?(29,a(621,705)) ?(30,a(621,707)) ?(31,a(621,708)) ?(32,a(621,709)) ?(33,a(621,710)) ?(34,a(621,711)) ?(35,a(621,713)) ?(36,a(621,715)) ?(37,a(621,723)) ?(38,a(621,724)) ?(39,a(621,725)) ?(40,a(621,726)) ?(41,a(621,727)) ?(42,a(621,728)) ?(43,a(621,729)) ?(44,a(621,730)) ?(45,a(621,732)) ?(46,a(621,734)) ?(47,a(621,736)) ?(48,a(621,737)) ?(49,a(621,738)) ?(50,a(621,751))  (21 tests, cond 2)
		n1 false (test_time = 1.86509)
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 = 0.475516)
search: ww_adaptive: found best (time_taken = 0.0012939)
	variant  3251/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 1)
		n1 false (test_time = 2.46772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157905)
	variant  3252/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 50)
		n1 false (test_time = 1.83477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145602)
	variant  3253/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 49)
		n1 false (test_time = 1.84648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132203)
	variant  3254/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 48)
		n1 false (test_time = 1.89197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165105)
	variant  3255/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 47)
		n1 false (test_time = 1.99107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159502)
	variant  3256/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 46)
		n1 false (test_time = 1.8578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190496)
	variant  3257/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 45)
		n1 false (test_time = 1.86355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117683)
	variant  3258/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 44)
		n1 false (test_time = 1.9168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014689)
	variant  3259/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 43)
		n1 false (test_time = 1.84313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113201)
	variant  3260/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 42)
		n1 false (test_time = 1.88149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106311)
	variant  3261/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 41)
		n1 false (test_time = 1.84905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115108)
	variant  3262/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 40)
		n1 false (test_time = 1.87058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179791)
	variant  3263/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 39)
		n1 false (test_time = 1.85403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00256991)
	variant  3264/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 38)
		n1 false (test_time = 1.85546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00411201)
	variant  3265/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 37)
		n1 false (test_time = 1.88741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00388503)
	variant  3266/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 36)
		n1 false (test_time = 1.94281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245094)
	variant  3267/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 35)
		n1 false (test_time = 1.91763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002244)
	variant  3268/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 34)
		n1 false (test_time = 1.85716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216508)
	variant  3269/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 33)
		n1 false (test_time = 1.8544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106883)
	variant  3270/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 32)
		n1 false (test_time = 1.91255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105715)
	variant  3271/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 31)
		n1 false (test_time = 1.96119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000996828)
	variant  3272/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 30)
		n1 false (test_time = 1.85769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152183)
	variant  3273/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 29)
		n1 false (test_time = 1.9002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000566006)
	variant  3274/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 28)
		n1 false (test_time = 1.97745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000530005)
	variant  3275/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 27)
		n1 false (test_time = 1.8578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00050807)
	variant  3276/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 26)
		n1 false (test_time = 1.8734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000519991)
	variant  3277/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 25)
		n1 false (test_time = 1.89216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000472784)
	variant  3278/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 24)
		n1 false (test_time = 1.85467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000473976)
	variant  3279/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 23)
		n1 false (test_time = 1.95747)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000445127)
	variant  3280/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 22)
		n1 false (test_time = 1.8753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000406981)
	variant  3281/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 21)
		n1 false (test_time = 1.84145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000400066)
	variant  3282/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 20)
		n1 false (test_time = 1.84365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0003829)
	variant  3283/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 19)
		n1 false (test_time = 1.81164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000340939)
	variant  3284/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 18)
		n1 false (test_time = 1.87137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000336885)
	variant  3285/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 17)
		n1 false (test_time = 1.81581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411034)
	variant  3286/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 16)
		n1 false (test_time = 1.82978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267982)
	variant  3287/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 15)
		n1 false (test_time = 1.82764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000285149)
	variant  3288/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 14)
		n1 false (test_time = 1.85283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000253201)
	variant  3289/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 13)
		n1 false (test_time = 1.85232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000229836)
	variant  3290/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 12)
		n1 false (test_time = 1.8596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208855)
	variant  3291/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 11)
		n1 false (test_time = 1.82159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211954)
	variant  3292/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 10)
		n1 false (test_time = 1.84472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000288963)
	variant  3293/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 9)
		n1 false (test_time = 1.80681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  3294/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 8)
		n1 false (test_time = 1.81395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018096)
	variant  3295/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 7)
		n1 false (test_time = 1.87532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144958)
	variant  3296/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 6)
		n1 false (test_time = 1.82488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000112057)
	variant  3297/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 5)
		n1 false (test_time = 1.82988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.48499e-05)
	variant  3298/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 4)
		n1 false (test_time = 1.84774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.88758e-05)
	variant  3299/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 3)
		n1 false (test_time = 1.83763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  3300/26032 = ?(1,a(620,811)) ?(2,a(620,814)) ?(3,a(620,815)) ?(4,a(620,816)) ?(5,a(620,818)) ?(6,a(620,819)) ?(7,a(620,820)) ?(8,a(620,821)) ?(9,a(620,822)) ?(10,a(620,823)) ?(11,a(620,831)) ?(12,a(620,833)) ?(13,a(620,836)) ?(14,a(620,837)) ?(15,a(620,838)) ?(16,a(620,839)) ?(17,a(620,841)) ?(18,a(620,845)) ?(19,a(620,852)) ?(20,a(620,853)) ?(21,a(620,854)) ?(22,a(620,865)) ?(23,a(620,867)) ?(24,a(620,869)) ?(25,a(620,870)) ?(26,a(620,871)) ?(27,a(620,872)) ?(28,a(620,873)) ?(29,a(620,874)) ?(30,a(620,876)) ?(31,a(620,877)) ?(32,a(620,880)) ?(33,a(620,881)) ?(34,a(620,882)) ?(35,a(621,515)) ?(36,a(621,584)) ?(37,a(621,587)) ?(38,a(621,597)) ?(39,a(621,598)) ?(40,a(621,618)) ?(41,a(621,619)) ?(42,a(621,641)) ?(43,a(621,642)) ?(44,a(621,643)) ?(45,a(621,644)) ?(46,a(621,645)) ?(47,a(621,646)) ?(48,a(621,647)) ?(49,a(621,648)) ?(50,a(621,651))  (21 tests, cond 2)
		n1 false (test_time = 1.94494)
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 = 0.476152)
search: ww_adaptive: found best (time_taken = 0.00107002)
	variant  3301/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 1)
		n1 false (test_time = 2.45617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150204)
	variant  3302/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 50)
		n1 false (test_time = 2.00546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150084)
	variant  3303/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 49)
		n1 false (test_time = 1.88323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146508)
	variant  3304/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 48)
		n1 false (test_time = 1.85064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165796)
	variant  3305/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 47)
		n1 false (test_time = 2.01473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019989)
	variant  3306/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 46)
		n1 false (test_time = 1.93447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128102)
	variant  3307/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 45)
		n1 false (test_time = 1.92085)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144386)
	variant  3308/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 44)
		n1 false (test_time = 1.88168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149512)
	variant  3309/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 43)
		n1 false (test_time = 1.89192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00210595)
	variant  3310/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 42)
		n1 false (test_time = 1.98002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110507)
	variant  3311/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 41)
		n1 false (test_time = 1.90596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111198)
	variant  3312/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 40)
		n1 false (test_time = 1.89999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105596)
	variant  3313/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 39)
		n1 false (test_time = 1.96655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107193)
	variant  3314/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 38)
		n1 false (test_time = 1.92023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983953)
	variant  3315/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 37)
		n1 false (test_time = 1.89217)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125313)
	variant  3316/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 36)
		n1 false (test_time = 1.86027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242591)
	variant  3317/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 35)
		n1 false (test_time = 1.85666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00399804)
	variant  3318/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 34)
		n1 false (test_time = 1.87582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00349021)
	variant  3319/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 33)
		n1 false (test_time = 1.88049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000977993)
	variant  3320/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 32)
		n1 false (test_time = 1.94154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220513)
	variant  3321/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 31)
		n1 false (test_time = 1.9044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219393)
	variant  3322/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 30)
		n1 false (test_time = 1.87143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000595093)
	variant  3323/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 29)
		n1 false (test_time = 2.0132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000543833)
	variant  3324/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 28)
		n1 false (test_time = 1.88182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000544786)
	variant  3325/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 27)
		n1 false (test_time = 1.91742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000586987)
	variant  3326/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 26)
		n1 false (test_time = 1.92808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000522852)
	variant  3327/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 25)
		n1 false (test_time = 1.85651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000507832)
	variant  3328/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 24)
		n1 false (test_time = 1.90498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000451803)
	variant  3329/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 23)
		n1 false (test_time = 2.0132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427008)
	variant  3330/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 22)
		n1 false (test_time = 1.92909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411987)
	variant  3331/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 21)
		n1 false (test_time = 1.89469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000459194)
	variant  3332/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 20)
		n1 false (test_time = 1.89047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000378132)
	variant  3333/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 19)
		n1 false (test_time = 1.86763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000381947)
	variant  3334/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 18)
		n1 false (test_time = 1.96193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000350952)
	variant  3335/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 17)
		n1 false (test_time = 2.10412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000356913)
	variant  3336/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 16)
		n1 false (test_time = 2.01294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000309944)
	variant  3337/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 15)
		n1 false (test_time = 1.91089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00026989)
	variant  3338/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 14)
		n1 false (test_time = 1.89518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000248909)
	variant  3339/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 13)
		n1 false (test_time = 1.91904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000240088)
	variant  3340/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 12)
		n1 false (test_time = 1.94872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241995)
	variant  3341/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 11)
		n1 false (test_time = 1.9163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant  3342/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 10)
		n1 false (test_time = 1.89351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169992)
	variant  3343/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 9)
		n1 false (test_time = 1.90939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant  3344/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 8)
		n1 false (test_time = 1.98626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000130892)
	variant  3345/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 7)
		n1 false (test_time = 1.87069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000112057)
	variant  3346/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 6)
		n1 false (test_time = 1.8966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  3347/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 5)
		n1 false (test_time = 1.91546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.9155e-05)
	variant  3348/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 4)
		n1 false (test_time = 1.88254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  3349/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 3)
		n1 false (test_time = 1.92673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  3350/26032 = ?(1,a(620,705)) ?(2,a(620,707)) ?(3,a(620,708)) ?(4,a(620,709)) ?(5,a(620,710)) ?(6,a(620,711)) ?(7,a(620,713)) ?(8,a(620,715)) ?(9,a(620,723)) ?(10,a(620,724)) ?(11,a(620,725)) ?(12,a(620,726)) ?(13,a(620,727)) ?(14,a(620,728)) ?(15,a(620,729)) ?(16,a(620,730)) ?(17,a(620,732)) ?(18,a(620,734)) ?(19,a(620,736)) ?(20,a(620,737)) ?(21,a(620,738)) ?(22,a(620,751)) ?(23,a(620,752)) ?(24,a(620,753)) ?(25,a(620,754)) ?(26,a(620,755)) ?(27,a(620,756)) ?(28,a(620,757)) ?(29,a(620,758)) ?(30,a(620,759)) ?(31,a(620,775)) ?(32,a(620,776)) ?(33,a(620,777)) ?(34,a(620,778)) ?(35,a(620,779)) ?(36,a(620,780)) ?(37,a(620,781)) ?(38,a(620,784)) ?(39,a(620,785)) ?(40,a(620,786)) ?(41,a(620,787)) ?(42,a(620,788)) ?(43,a(620,789)) ?(44,a(620,790)) ?(45,a(620,798)) ?(46,a(620,799)) ?(47,a(620,801)) ?(48,a(620,802)) ?(49,a(620,803)) ?(50,a(620,805))  (21 tests, cond 2)
		n1 false (test_time = 1.95541)
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 = 0.841252)
search: ww_adaptive: found best (time_taken = 0.000765085)
	variant  3351/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 7)
		n1 false (test_time = 2.48049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185299)
	variant  3352/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 50)
		n1 false (test_time = 1.84691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144696)
	variant  3353/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 49)
		n1 false (test_time = 1.85157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156689)
	variant  3354/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 48)
		n1 false (test_time = 1.8557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125003)
	variant  3355/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 47)
		n1 false (test_time = 1.86446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131702)
	variant  3356/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 46)
		n1 false (test_time = 1.84025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019722)
	variant  3357/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 45)
		n1 false (test_time = 1.84829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107312)
	variant  3358/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 44)
		n1 false (test_time = 1.85676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000972986)
	variant  3359/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 43)
		n1 false (test_time = 1.86937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010159)
	variant  3360/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 42)
		n1 false (test_time = 1.86865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000961065)
	variant  3361/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 41)
		n1 false (test_time = 1.95263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000954866)
	variant  3362/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 40)
		n1 false (test_time = 1.87984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107193)
	variant  3363/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 39)
		n1 false (test_time = 1.82235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000922918)
	variant  3364/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 38)
		n1 false (test_time = 1.96772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221515)
	variant  3365/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 37)
		n1 false (test_time = 1.93952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00380206)
	variant  3366/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 36)
		n1 false (test_time = 1.85126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00235486)
	variant  3367/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 35)
		n1 false (test_time = 1.8512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000560045)
	variant  3368/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 34)
		n1 false (test_time = 1.85854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000571012)
	variant  3369/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 33)
		n1 false (test_time = 1.8483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000533819)
	variant  3370/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 32)
		n1 false (test_time = 1.88385)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00052309)
	variant  3371/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 31)
		n1 false (test_time = 1.85684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000478983)
	variant  3372/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 30)
		n1 false (test_time = 1.91899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000471115)
	variant  3373/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 29)
		n1 false (test_time = 1.88119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000482082)
	variant  3374/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 28)
		n1 false (test_time = 1.89534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000417948)
	variant  3375/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 27)
		n1 false (test_time = 1.90045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411987)
	variant  3376/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 26)
		n1 false (test_time = 1.85366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488997)
	variant  3377/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 25)
		n1 false (test_time = 1.93801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00037694)
	variant  3378/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 24)
		n1 false (test_time = 1.87217)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344038)
	variant  3379/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 23)
		n1 false (test_time = 1.85401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000340939)
	variant  3380/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 22)
		n1 false (test_time = 1.89198)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000329971)
	variant  3381/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 21)
		n1 false (test_time = 1.87372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000295162)
	variant  3382/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 20)
		n1 false (test_time = 1.91768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000263929)
	variant  3383/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 19)
		n1 false (test_time = 1.85609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000255108)
	variant  3384/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 18)
		n1 false (test_time = 1.92076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000228882)
	variant  3385/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 17)
		n1 false (test_time = 1.90791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  3386/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 16)
		n1 false (test_time = 1.89862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000189066)
	variant  3387/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 15)
		n1 false (test_time = 1.90016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018096)
	variant  3388/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 14)
		n1 false (test_time = 1.93448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150919)
	variant  3389/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 13)
		n1 false (test_time = 1.88889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000143051)
	variant  3390/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 12)
		n1 false (test_time = 1.90147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000106096)
	variant  3391/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 11)
		n1 false (test_time = 1.89711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000102043)
	variant  3392/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 10)
		n1 false (test_time = 1.87868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.5129e-05)
	variant  3393/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 9)
		n1 false (test_time = 1.90047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant  3394/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 8)
		n1 false (test_time = 1.85364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000141144)
	variant  3395/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 6)
		n1 false (test_time = 2.07365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000129938)
	variant  3396/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 5)
		n1 false (test_time = 1.87159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.60691e-05)
	variant  3397/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 4)
		n1 false (test_time = 1.95991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000106096)
	variant  3398/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 3)
		n1 false (test_time = 1.8983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.48499e-05)
	variant  3399/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 2)
		n1 false (test_time = 1.8785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.96046e-06)
	variant  3400/26032 = ?(1,d(502)) ?(2,d(503)) ?(3,d(504)) ?(4,d(507)) ?(5,d(508)) ?(6,d(509)) ?(7,a(620,515)) ?(8,a(620,584)) ?(9,a(620,587)) ?(10,a(620,597)) ?(11,a(620,598)) ?(12,a(620,618)) ?(13,a(620,619)) ?(14,a(620,641)) ?(15,a(620,642)) ?(16,a(620,643)) ?(17,a(620,644)) ?(18,a(620,645)) ?(19,a(620,646)) ?(20,a(620,647)) ?(21,a(620,648)) ?(22,a(620,651)) ?(23,a(620,654)) ?(24,a(620,656)) ?(25,a(620,657)) ?(26,a(620,659)) ?(27,a(620,661)) ?(28,a(620,662)) ?(29,a(620,665)) ?(30,a(620,666)) ?(31,a(620,667)) ?(32,a(620,670)) ?(33,a(620,671)) ?(34,a(620,672)) ?(35,a(620,673)) ?(36,a(620,674)) ?(37,a(620,675)) ?(38,a(620,678)) ?(39,a(620,679)) ?(40,a(620,690)) ?(41,a(620,692)) ?(42,a(620,693)) ?(43,a(620,695)) ?(44,a(620,697)) ?(45,a(620,698)) ?(46,a(620,699)) ?(47,a(620,700)) ?(48,a(620,701)) ?(49,a(620,703)) ?(50,a(620,704))  (21 tests, cond 1)
		n1 false (test_time = 2.03854)
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 = 0.663167)
search: ww_adaptive: found best (time_taken = 0.001091)
	variant  3401/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 1)
		n1 false (test_time = 1.92094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132084)
	variant  3402/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 50)
		n1 false (test_time = 1.89274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146413)
	variant  3403/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 49)
		n1 false (test_time = 1.85788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203395)
	variant  3404/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 48)
		n1 false (test_time = 1.83315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00458288)
	variant  3405/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 47)
		n1 false (test_time = 1.87248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00276899)
	variant  3406/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 46)
		n1 false (test_time = 1.83674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00489306)
	variant  3407/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 45)
		n1 false (test_time = 1.92197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00273585)
	variant  3408/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 44)
		n1 false (test_time = 1.85719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00231695)
	variant  3409/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 43)
		n1 false (test_time = 1.81662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0023129)
	variant  3410/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 42)
		n1 false (test_time = 1.94395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125813)
	variant  3411/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 41)
		n1 false (test_time = 1.84524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116897)
	variant  3412/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 40)
		n1 false (test_time = 1.83317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108004)
	variant  3413/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 39)
		n1 false (test_time = 1.82399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000975847)
	variant  3414/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 38)
		n1 false (test_time = 1.7979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159097)
	variant  3415/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 37)
		n1 false (test_time = 1.87666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207496)
	variant  3416/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 36)
		n1 false (test_time = 1.87717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163913)
	variant  3417/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 35)
		n1 false (test_time = 1.83638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001755)
	variant  3418/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 34)
		n1 false (test_time = 1.91073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016098)
	variant  3419/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 33)
		n1 false (test_time = 1.84843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100493)
	variant  3420/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 32)
		n1 false (test_time = 1.86597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0009799)
	variant  3421/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 31)
		n1 false (test_time = 1.8596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000876904)
	variant  3422/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 30)
		n1 false (test_time = 1.8435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000565052)
	variant  3423/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 29)
		n1 false (test_time = 1.8441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000576973)
	variant  3424/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 28)
		n1 false (test_time = 1.87456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000540018)
	variant  3425/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 27)
		n1 false (test_time = 1.83172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00053215)
	variant  3426/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 26)
		n1 false (test_time = 1.90913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000511885)
	variant  3427/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 25)
		n1 false (test_time = 1.7727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000506878)
	variant  3428/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 24)
		n1 false (test_time = 1.80639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000540018)
	variant  3429/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 23)
		n1 false (test_time = 1.8203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000442982)
	variant  3430/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 22)
		n1 false (test_time = 1.81024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000373125)
	variant  3431/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 21)
		n1 false (test_time = 1.9179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000401974)
	variant  3432/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 20)
		n1 false (test_time = 1.81705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386)
	variant  3433/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 19)
		n1 false (test_time = 1.80218)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000368118)
	variant  3434/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 18)
		n1 false (test_time = 1.76257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000328064)
	variant  3435/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 17)
		n1 false (test_time = 1.82806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000311852)
	variant  3436/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 16)
		n1 false (test_time = 1.81811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365019)
	variant  3437/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 15)
		n1 false (test_time = 1.8049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000285864)
	variant  3438/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 14)
		n1 false (test_time = 1.82121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241041)
	variant  3439/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 13)
		n1 false (test_time = 1.86726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000222921)
	variant  3440/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 12)
		n1 false (test_time = 1.87007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000384092)
	variant  3441/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 11)
		n1 false (test_time = 1.84055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000202179)
	variant  3442/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 10)
		n1 false (test_time = 1.84768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169039)
	variant  3443/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 9)
		n1 false (test_time = 1.84303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000153065)
	variant  3444/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 8)
		n1 false (test_time = 1.94446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  3445/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 7)
		n1 false (test_time = 1.84782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000112057)
	variant  3446/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 6)
		n1 false (test_time = 1.84481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.29832e-05)
	variant  3447/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 5)
		n1 false (test_time = 1.92137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.29561e-05)
	variant  3448/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 4)
		n1 false (test_time = 1.82343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.31673e-05)
	variant  3449/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 3)
		n1 false (test_time = 1.85804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  3450/26032 = ?(1,d(376)) ?(2,d(378)) ?(3,d(410)) ?(4,d(421)) ?(5,d(423)) ?(6,d(429)) ?(7,d(431)) ?(8,d(432)) ?(9,d(434)) ?(10,d(435)) ?(11,d(437)) ?(12,d(438)) ?(13,d(445)) ?(14,d(446)) ?(15,d(447)) ?(16,d(448)) ?(17,d(449)) ?(18,d(453)) ?(19,d(459)) ?(20,d(461)) ?(21,d(462)) ?(22,d(465)) ?(23,d(466)) ?(24,d(467)) ?(25,d(468)) ?(26,d(469)) ?(27,d(470)) ?(28,d(471)) ?(29,d(472)) ?(30,d(484)) ?(31,d(486)) ?(32,d(487)) ?(33,d(488)) ?(34,d(489)) ?(35,d(490)) ?(36,d(491)) ?(37,d(493)) ?(38,d(494)) ?(39,d(495)) ?(40,d(496)) ?(41,d(497)) ?(42,d(498)) ?(43,d(499)) ?(44,d(501)) ?(45,d(510)) ?(46,d(514)) ?(47,d(516)) ?(48,d(517)) ?(49,d(518)) ?(50,d(519))  (21 tests, cond 2)
		n1 false (test_time = 1.8364)
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 = 0.608411)
search: ww_adaptive: found best (time_taken = 0.000791788)
	variant  3451/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 1)
		n1 false (test_time = 1.93596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00257516)
	variant  3452/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 50)
		n1 false (test_time = 1.86047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146794)
	variant  3453/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 49)
		n1 false (test_time = 1.8311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130796)
	variant  3454/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 48)
		n1 false (test_time = 1.81846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136995)
	variant  3455/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 47)
		n1 false (test_time = 1.8332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135398)
	variant  3456/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 46)
		n1 false (test_time = 1.87068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192404)
	variant  3457/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 45)
		n1 false (test_time = 1.9648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117493)
	variant  3458/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 44)
		n1 false (test_time = 1.86073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197601)
	variant  3459/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 43)
		n1 false (test_time = 1.88078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178599)
	variant  3460/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 42)
		n1 false (test_time = 1.89914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108504)
	variant  3461/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 41)
		n1 false (test_time = 1.87485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109196)
	variant  3462/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 40)
		n1 false (test_time = 1.87337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105691)
	variant  3463/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 39)
		n1 false (test_time = 1.85881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010581)
	variant  3464/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 38)
		n1 false (test_time = 1.8353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124311)
	variant  3465/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 37)
		n1 false (test_time = 1.85155)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117016)
	variant  3466/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 36)
		n1 false (test_time = 1.87851)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000999928)
	variant  3467/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 35)
		n1 false (test_time = 1.84582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104499)
	variant  3468/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 34)
		n1 false (test_time = 1.89076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111294)
	variant  3469/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 33)
		n1 false (test_time = 1.91172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000994921)
	variant  3470/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 32)
		n1 false (test_time = 181.544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013721)
	variant  3471/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 31)
		n1 false (test_time = 1.8068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627995)
	variant  3472/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 30)
		n1 false (test_time = 1.82727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000568867)
	variant  3473/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 29)
		n1 false (test_time = 1.91842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000637054)
	variant  3474/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 28)
		n1 false (test_time = 181.522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000566959)
	variant  3475/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 27)
		n1 false (test_time = 1.82538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000509024)
	variant  3476/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 26)
		n1 false (test_time = 1.85516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00050211)
	variant  3477/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 25)
		n1 false (test_time = 1.89469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000524998)
	variant  3478/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 24)
		n1 false (test_time = 181.508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000465155)
	variant  3479/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 23)
		n1 false (test_time = 1.81882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000501871)
	variant  3480/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 22)
		n1 false (test_time = 1.84134)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000428915)
	variant  3481/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 21)
		n1 false (test_time = 181.555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000383854)
	variant  3482/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 20)
		n1 false (test_time = 1.84317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000384092)
	variant  3483/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 19)
		n1 false (test_time = 1.82855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000351906)
	variant  3484/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 18)
		n1 false (test_time = 1.85582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000350952)
	variant  3485/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 17)
		n1 false (test_time = 1.83181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000329018)
	variant  3486/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 16)
		n1 false (test_time = 1.85112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000290871)
	variant  3487/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 15)
		n1 false (test_time = 1.83382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000285149)
	variant  3488/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 14)
		n1 false (test_time = 1.93249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000261068)
	variant  3489/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 13)
		n1 false (test_time = 1.85596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241995)
	variant  3490/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 12)
		n1 false (test_time = 1.91499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000212908)
	variant  3491/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 11)
		n1 false (test_time = 1.86249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000202894)
	variant  3492/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 10)
		n1 false (test_time = 1.88825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant  3493/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 9)
		n1 false (test_time = 1.84732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151157)
	variant  3494/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 8)
		n1 false (test_time = 1.87884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000146151)
	variant  3495/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 7)
		n1 false (test_time = 1.87632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108957)
	variant  3496/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 6)
		n1 false (test_time = 1.83387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-05)
	variant  3497/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 5)
		n1 false (test_time = 1.93184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000111103)
	variant  3498/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 4)
		n1 false (test_time = 1.83874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.3869e-05)
	variant  3499/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 3)
		n1 false (test_time = 1.83491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  3500/26032 = ?(1,d(520)) ?(2,d(521)) ?(3,d(522)) ?(4,d(523)) ?(5,d(524)) ?(6,d(525)) ?(7,d(526)) ?(8,d(527)) ?(9,d(528)) ?(10,d(529)) ?(11,d(530)) ?(12,d(531)) ?(13,d(532)) ?(14,d(533)) ?(15,d(534)) ?(16,d(535)) ?(17,d(536)) ?(18,d(538)) ?(19,d(539)) ?(20,d(542)) ?(21,d(543)) ?(22,d(546)) ?(23,d(547)) ?(24,d(548)) ?(25,d(549)) ?(26,d(550)) ?(27,d(553)) ?(28,d(554)) ?(29,d(556)) ?(30,d(557)) ?(31,d(561)) ?(32,d(563)) ?(33,d(565)) ?(34,d(566)) ?(35,d(567)) ?(36,d(568)) ?(37,d(569)) ?(38,d(570)) ?(39,d(571)) ?(40,d(572)) ?(41,d(573)) ?(42,d(575)) ?(43,d(576)) ?(44,d(577)) ?(45,d(578)) ?(46,d(579)) ?(47,d(580)) ?(48,d(581)) ?(49,d(582)) ?(50,d(583))  (21 tests, cond 2)
		n1 false (test_time = 1.97709)
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 = 0.639291)
search: ww_adaptive: found best (time_taken = 0.000818968)
	variant  3501/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 1)
		n1 false (test_time = 181.596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017581)
	variant  3502/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 50)
		n1 false (test_time = 3.05584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124216)
	variant  3503/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 49)
		n1 false (test_time = 1.99906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133586)
	variant  3504/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 48)
		n1 false (test_time = 2.07827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131893)
	variant  3505/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 47)
		n1 false (test_time = 1.99144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124693)
	variant  3506/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 46)
		n1 false (test_time = 2.01258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130105)
	variant  3507/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 45)
		n1 false (test_time = 2.01848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128508)
	variant  3508/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 44)
		n1 false (test_time = 2.02499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129604)
	variant  3509/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 43)
		n1 false (test_time = 1.99706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118113)
	variant  3510/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 42)
		n1 false (test_time = 1.96743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001652)
	variant  3511/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 41)
		n1 false (test_time = 1.96238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127411)
	variant  3512/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 40)
		n1 false (test_time = 2.04782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117207)
	variant  3513/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 39)
		n1 false (test_time = 2.0072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132704)
	variant  3514/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 38)
		n1 false (test_time = 2.0273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112486)
	variant  3515/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 37)
		n1 false (test_time = 1.96363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000954151)
	variant  3516/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 36)
		n1 false (test_time = 2.00855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121093)
	variant  3517/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 35)
		n1 false (test_time = 2.11555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110006)
	variant  3518/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 34)
		n1 false (test_time = 1.97063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108099)
	variant  3519/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 33)
		n1 false (test_time = 2.06161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101089)
	variant  3520/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 32)
		n1 false (test_time = 2.03512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133586)
	variant  3521/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 31)
		n1 false (test_time = 2.02962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00060606)
	variant  3522/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 30)
		n1 false (test_time = 1.9868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000576019)
	variant  3523/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 29)
		n1 false (test_time = 1.99092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000576019)
	variant  3524/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 28)
		n1 false (test_time = 1.97326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000598907)
	variant  3525/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 27)
		n1 false (test_time = 1.97477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000504017)
	variant  3526/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 26)
		n1 false (test_time = 1.9774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000512123)
	variant  3527/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 25)
		n1 false (test_time = 2.02564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00047183)
	variant  3528/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 24)
		n1 false (test_time = 2.00379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000440836)
	variant  3529/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 23)
		n1 false (test_time = 1.98463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000447035)
	variant  3530/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 22)
		n1 false (test_time = 2.00144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000622034)
	variant  3531/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 21)
		n1 false (test_time = 181.649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000397205)
	variant  3532/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 20)
		n1 false (test_time = 2.11341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000384092)
	variant  3533/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 19)
		n1 false (test_time = 1.99207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344992)
	variant  3534/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 18)
		n1 false (test_time = 1.97428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324965)
	variant  3535/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 17)
		n1 false (test_time = 181.63)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000594854)
	variant  3536/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 16)
		n1 false (test_time = 2.14725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000285149)
	variant  3537/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 15)
		n1 false (test_time = 2.04355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000290155)
	variant  3538/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 14)
		n1 false (test_time = 1.98477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000259876)
	variant  3539/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 13)
		n1 false (test_time = 1.97658)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226974)
	variant  3540/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 12)
		n1 false (test_time = 2.01682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208139)
	variant  3541/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 11)
		n1 false (test_time = 1.98488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000202894)
	variant  3542/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 10)
		n1 false (test_time = 2.02992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0001719)
	variant  3543/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 9)
		n1 false (test_time = 1.99742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  3544/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 8)
		n1 false (test_time = 1.98498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000134945)
	variant  3545/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 7)
		n1 false (test_time = 2.00705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  3546/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 6)
		n1 false (test_time = 1.9944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  3547/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 5)
		n1 false (test_time = 2.07474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.58035e-05)
	variant  3548/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 4)
		n1 false (test_time = 1.97383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.41074e-05)
	variant  3549/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 3)
		n1 false (test_time = 1.94298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  3550/26032 = ?(1,d(584)) ?(2,d(585)) ?(3,d(586)) ?(4,d(589)) ?(5,d(592)) ?(6,d(593)) ?(7,d(618)) ?(8,d(619)) ?(9,d(622)) ?(10,d(625)) ?(11,d(639)) ?(12,d(640)) ?(13,d(641)) ?(14,d(642)) ?(15,d(643)) ?(16,d(644)) ?(17,d(645)) ?(18,d(646)) ?(19,d(647)) ?(20,d(648)) ?(21,d(649)) ?(22,d(650)) ?(23,d(651)) ?(24,d(653)) ?(25,d(654)) ?(26,d(657)) ?(27,d(659)) ?(28,d(661)) ?(29,d(662)) ?(30,d(663)) ?(31,d(664)) ?(32,d(665)) ?(33,d(666)) ?(34,d(667)) ?(35,d(668)) ?(36,d(670)) ?(37,d(671)) ?(38,d(672)) ?(39,d(673)) ?(40,d(674)) ?(41,d(675)) ?(42,d(677)) ?(43,d(682)) ?(44,d(688)) ?(45,d(689)) ?(46,d(692)) ?(47,d(703)) ?(48,d(704)) ?(49,d(705)) ?(50,d(706))  (21 tests, cond 2)
		n1 false (test_time = 2.01478)
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 = 0.625118)
search: ww_adaptive: found best (time_taken = 0.00223708)
	variant  3551/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 1)
		n1 false (test_time = 2.07618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129104)
	variant  3552/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 50)
		n1 false (test_time = 2.01587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129414)
	variant  3553/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 49)
		n1 false (test_time = 2.07549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220609)
	variant  3554/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 48)
		n1 false (test_time = 1.98689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234699)
	variant  3555/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 47)
		n1 false (test_time = 2.05206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142789)
	variant  3556/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 46)
		n1 false (test_time = 2.056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219107)
	variant  3557/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 45)
		n1 false (test_time = 2.05019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141597)
	variant  3558/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 44)
		n1 false (test_time = 2.00507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153303)
	variant  3559/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 43)
		n1 false (test_time = 2.14219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130105)
	variant  3560/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 42)
		n1 false (test_time = 2.09914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164509)
	variant  3561/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 41)
		n1 false (test_time = 2.07213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131798)
	variant  3562/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 40)
		n1 false (test_time = 2.0497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121713)
	variant  3563/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 39)
		n1 false (test_time = 2.03346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104904)
	variant  3564/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 38)
		n1 false (test_time = 2.06088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100589)
	variant  3565/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 37)
		n1 false (test_time = 2.06569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141096)
	variant  3566/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 36)
		n1 false (test_time = 2.01894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000936031)
	variant  3567/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 35)
		n1 false (test_time = 2.0371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000959873)
	variant  3568/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 34)
		n1 false (test_time = 2.06439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000918865)
	variant  3569/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 33)
		n1 false (test_time = 2.03597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000891209)
	variant  3570/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 32)
		n1 false (test_time = 2.0683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000653982)
	variant  3571/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 31)
		n1 false (test_time = 2.09801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00060606)
	variant  3572/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 30)
		n1 false (test_time = 2.02396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000603914)
	variant  3573/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 29)
		n1 false (test_time = 2.07582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000564098)
	variant  3574/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 28)
		n1 false (test_time = 2.0732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000650167)
	variant  3575/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 27)
		n1 false (test_time = 2.07711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000530958)
	variant  3576/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 26)
		n1 false (test_time = 2.04079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00048995)
	variant  3577/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 25)
		n1 false (test_time = 2.04551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000476122)
	variant  3578/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 24)
		n1 false (test_time = 2.06775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000452042)
	variant  3579/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 23)
		n1 false (test_time = 2.03092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000437021)
	variant  3580/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 22)
		n1 false (test_time = 2.01485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000436068)
	variant  3581/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 21)
		n1 false (test_time = 2.04216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427961)
	variant  3582/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 20)
		n1 false (test_time = 2.01381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000388861)
	variant  3583/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 19)
		n1 false (test_time = 2.0144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000454903)
	variant  3584/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 18)
		n1 false (test_time = 2.01219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344992)
	variant  3585/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 17)
		n1 false (test_time = 2.0143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000329971)
	variant  3586/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 16)
		n1 false (test_time = 2.07894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000305176)
	variant  3587/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 15)
		n1 false (test_time = 2.04682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000268936)
	variant  3588/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 14)
		n1 false (test_time = 2.1008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000262022)
	variant  3589/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 13)
		n1 false (test_time = 2.02145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00029707)
	variant  3590/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 12)
		n1 false (test_time = 2.08995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221968)
	variant  3591/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 11)
		n1 false (test_time = 2.07822)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000207901)
	variant  3592/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 10)
		n1 false (test_time = 2.06887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant  3593/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 9)
		n1 false (test_time = 2.09932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000145912)
	variant  3594/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 8)
		n1 false (test_time = 2.00607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123978)
	variant  3595/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 7)
		n1 false (test_time = 2.09737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000118017)
	variant  3596/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 6)
		n1 false (test_time = 2.02673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000100851)
	variant  3597/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 5)
		n1 false (test_time = 2.09546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000101089)
	variant  3598/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 4)
		n1 false (test_time = 2.05508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant  3599/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 3)
		n1 false (test_time = 2.04836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  3600/26032 = ?(1,d(707)) ?(2,d(708)) ?(3,d(710)) ?(4,d(711)) ?(5,d(712)) ?(6,d(713)) ?(7,d(727)) ?(8,d(728)) ?(9,d(729)) ?(10,d(730)) ?(11,d(732)) ?(12,d(734)) ?(13,d(736)) ?(14,d(737)) ?(15,d(738)) ?(16,d(739)) ?(17,d(740)) ?(18,d(741)) ?(19,d(742)) ?(20,d(743)) ?(21,d(751)) ?(22,d(752)) ?(23,d(753)) ?(24,d(754)) ?(25,d(755)) ?(26,d(756)) ?(27,d(757)) ?(28,d(758)) ?(29,d(759)) ?(30,d(774)) ?(31,d(775)) ?(32,d(776)) ?(33,d(777)) ?(34,d(778)) ?(35,d(779)) ?(36,d(780)) ?(37,d(781)) ?(38,d(783)) ?(39,d(784)) ?(40,d(785)) ?(41,d(786)) ?(42,d(787)) ?(43,d(788)) ?(44,d(789)) ?(45,d(790)) ?(46,d(800)) ?(47,d(801)) ?(48,d(802)) ?(49,d(803)) ?(50,d(804))  (21 tests, cond 2)
		n1 false (test_time = 2.08744)
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 = 0.636908)
search: ww_adaptive: found best (time_taken = 0.000954151)
	variant  3601/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 1)
		n1 false (test_time = 2.15528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187707)
	variant  3602/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 50)
		n1 false (test_time = 2.05205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158501)
	variant  3603/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 49)
		n1 false (test_time = 2.10962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129104)
	variant  3604/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 48)
		n1 false (test_time = 2.05853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126505)
	variant  3605/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 47)
		n1 false (test_time = 1.98881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120807)
	variant  3606/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 46)
		n1 false (test_time = 2.01908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204587)
	variant  3607/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 45)
		n1 false (test_time = 2.03474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110793)
	variant  3608/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 44)
		n1 false (test_time = 2.02993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001122)
	variant  3609/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 43)
		n1 false (test_time = 2.09827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107098)
	variant  3610/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 42)
		n1 false (test_time = 2.04458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126791)
	variant  3611/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 41)
		n1 false (test_time = 2.05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129294)
	variant  3612/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 40)
		n1 false (test_time = 2.04402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102496)
	variant  3613/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 39)
		n1 false (test_time = 2.0205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104308)
	variant  3614/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 38)
		n1 false (test_time = 2.04352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218511)
	variant  3615/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 37)
		n1 false (test_time = 2.06421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00307107)
	variant  3616/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 36)
		n1 false (test_time = 2.05978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225711)
	variant  3617/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 35)
		n1 false (test_time = 2.03342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227499)
	variant  3618/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 34)
		n1 false (test_time = 1.99493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213408)
	variant  3619/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 33)
		n1 false (test_time = 2.07133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190616)
	variant  3620/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 32)
		n1 false (test_time = 2.10904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000754118)
	variant  3621/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 31)
		n1 false (test_time = 2.05105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000586987)
	variant  3622/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 30)
		n1 false (test_time = 1.99267)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000576973)
	variant  3623/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 29)
		n1 false (test_time = 1.99432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000564814)
	variant  3624/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 28)
		n1 false (test_time = 2.00721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000551939)
	variant  3625/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 27)
		n1 false (test_time = 2.05414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000526905)
	variant  3626/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 26)
		n1 false (test_time = 1.9791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000482082)
	variant  3627/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 25)
		n1 false (test_time = 1.98279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000494003)
	variant  3628/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 24)
		n1 false (test_time = 1.9718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00058794)
	variant  3629/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 23)
		n1 false (test_time = 1.93797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000431061)
	variant  3630/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 22)
		n1 false (test_time = 1.96999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411034)
	variant  3631/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 21)
		n1 false (test_time = 2.08855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386953)
	variant  3632/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 20)
		n1 false (test_time = 1.99148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000504971)
	variant  3633/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 19)
		n1 false (test_time = 2.00341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000353098)
	variant  3634/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 18)
		n1 false (test_time = 111.073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239301)
	variant  3635/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 17)
		n1 false (test_time = 5.11842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000349045)
	variant  3636/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 16)
		n1 false (test_time = 1.96767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000464916)
	variant  3637/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 15)
		n1 false (test_time = 1.9981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000264883)
	variant  3638/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 14)
		n1 false (test_time = 1.96479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000393867)
	variant  3639/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 13)
		n1 false (test_time = 2.04561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant  3640/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 12)
		n1 false (test_time = 1.98743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000216961)
	variant  3641/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 11)
		n1 false (test_time = 2.00012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019598)
	variant  3642/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 10)
		n1 false (test_time = 1.99401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200033)
	variant  3643/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 9)
		n1 false (test_time = 1.98077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000190973)
	variant  3644/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 8)
		n1 false (test_time = 1.96816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  3645/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 7)
		n1 false (test_time = 2.08524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000114918)
	variant  3646/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 6)
		n1 false (test_time = 1.9889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.91821e-05)
	variant  3647/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 5)
		n1 false (test_time = 1.95795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.98702e-05)
	variant  3648/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 4)
		n1 false (test_time = 2.01341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.60284e-05)
	variant  3649/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 3)
		n1 false (test_time = 2.00203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  3650/26032 = ?(1,d(805)) ?(2,d(806)) ?(3,d(807)) ?(4,d(810)) ?(5,d(811)) ?(6,d(812)) ?(7,d(813)) ?(8,d(814)) ?(9,d(815)) ?(10,d(816)) ?(11,d(817)) ?(12,d(818)) ?(13,d(819)) ?(14,d(820)) ?(15,d(821)) ?(16,d(822)) ?(17,d(823)) ?(18,d(824)) ?(19,d(826)) ?(20,d(835)) ?(21,d(836)) ?(22,d(837)) ?(23,d(838)) ?(24,d(840)) ?(25,d(841)) ?(26,d(849)) ?(27,d(851)) ?(28,d(852)) ?(29,d(853)) ?(30,d(854)) ?(31,d(855)) ?(32,d(868)) ?(33,d(869)) ?(34,d(870)) ?(35,d(871)) ?(36,d(872)) ?(37,d(873)) ?(38,d(874)) ?(39,d(875)) ?(40,d(876)) ?(41,d(877)) ?(42,d(878)) ?(43,d(879)) ?(44,d(880)) ?(45,d(881)) ?(46,d(882)) ?(47,d(883)) ?(48,a(883,882)) ?(49,a(883,881)) ?(50,a(883,880))  (21 tests, cond 2)
		n1 false (test_time = 2.04147)
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 = 0.62916)
search: ww_adaptive: found best (time_taken = 0.00105906)
	variant  3651/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 1)
		n1 false (test_time = 2.62929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127006)
	variant  3652/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 50)
		n1 false (test_time = 1.99117)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135708)
	variant  3653/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 49)
		n1 false (test_time = 1.9457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00231099)
	variant  3654/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 48)
		n1 false (test_time = 1.91844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001297)
	variant  3655/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 47)
		n1 false (test_time = 1.96477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123405)
	variant  3656/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 46)
		n1 false (test_time = 1.98064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116301)
	variant  3657/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 45)
		n1 false (test_time = 1.9573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125289)
	variant  3658/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 44)
		n1 false (test_time = 1.92648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143099)
	variant  3659/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 43)
		n1 false (test_time = 1.99983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133586)
	variant  3660/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 42)
		n1 false (test_time = 2.04195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139499)
	variant  3661/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 41)
		n1 false (test_time = 1.95889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108194)
	variant  3662/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 40)
		n1 false (test_time = 2.04526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106406)
	variant  3663/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 39)
		n1 false (test_time = 2.05427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112104)
	variant  3664/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 38)
		n1 false (test_time = 1.99355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146103)
	variant  3665/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 37)
		n1 false (test_time = 2.01098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000995159)
	variant  3666/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 36)
		n1 false (test_time = 2.02358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000974178)
	variant  3667/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 35)
		n1 false (test_time = 2.02937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000910997)
	variant  3668/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 34)
		n1 false (test_time = 1.95406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000860929)
	variant  3669/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 33)
		n1 false (test_time = 1.98323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000626087)
	variant  3670/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 32)
		n1 false (test_time = 1.94915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000643969)
	variant  3671/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 31)
		n1 false (test_time = 1.98813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000592947)
	variant  3672/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 30)
		n1 false (test_time = 1.98733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000571012)
	variant  3673/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 29)
		n1 false (test_time = 1.95649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000674963)
	variant  3674/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 28)
		n1 false (test_time = 1.96212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000683069)
	variant  3675/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 27)
		n1 false (test_time = 1.98968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000529051)
	variant  3676/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 26)
		n1 false (test_time = 1.97731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000511885)
	variant  3677/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 25)
		n1 false (test_time = 2.00214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000470877)
	variant  3678/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 24)
		n1 false (test_time = 1.94618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000435114)
	variant  3679/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 23)
		n1 false (test_time = 1.97702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000420094)
	variant  3680/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 22)
		n1 false (test_time = 1.97736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000399113)
	variant  3681/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 21)
		n1 false (test_time = 1.98155)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411987)
	variant  3682/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 20)
		n1 false (test_time = 1.97977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000373125)
	variant  3683/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 19)
		n1 false (test_time = 1.9858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000370026)
	variant  3684/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 18)
		n1 false (test_time = 1.9751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000356913)
	variant  3685/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 17)
		n1 false (test_time = 1.97055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000328064)
	variant  3686/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 16)
		n1 false (test_time = 1.98408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000310898)
	variant  3687/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 15)
		n1 false (test_time = 1.95)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00029397)
	variant  3688/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 14)
		n1 false (test_time = 2.00209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272036)
	variant  3689/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 13)
		n1 false (test_time = 1.95802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000242949)
	variant  3690/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 12)
		n1 false (test_time = 2.00904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226021)
	variant  3691/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 11)
		n1 false (test_time = 1.95878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000197887)
	variant  3692/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 10)
		n1 false (test_time = 2.02455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000176191)
	variant  3693/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 9)
		n1 false (test_time = 2.01276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000163078)
	variant  3694/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 8)
		n1 false (test_time = 1.98045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000145912)
	variant  3695/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 7)
		n1 false (test_time = 1.95104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000115156)
	variant  3696/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 6)
		n1 false (test_time = 1.99044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000101089)
	variant  3697/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 5)
		n1 false (test_time = 1.96557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.10487e-05)
	variant  3698/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 4)
		n1 false (test_time = 1.89826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.29153e-05)
	variant  3699/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 3)
		n1 false (test_time = 2.03622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  3700/26032 = ?(1,a(883,877)) ?(2,a(883,876)) ?(3,a(883,874)) ?(4,a(883,873)) ?(5,a(883,872)) ?(6,a(883,871)) ?(7,a(883,870)) ?(8,a(883,869)) ?(9,a(883,867)) ?(10,a(883,865)) ?(11,a(883,854)) ?(12,a(883,853)) ?(13,a(883,852)) ?(14,a(883,845)) ?(15,a(883,841)) ?(16,a(883,839)) ?(17,a(883,838)) ?(18,a(883,837)) ?(19,a(883,836)) ?(20,a(883,833)) ?(21,a(883,831)) ?(22,a(883,823)) ?(23,a(883,822)) ?(24,a(883,821)) ?(25,a(883,820)) ?(26,a(883,819)) ?(27,a(883,818)) ?(28,a(883,816)) ?(29,a(883,815)) ?(30,a(883,814)) ?(31,a(883,811)) ?(32,a(883,805)) ?(33,a(883,803)) ?(34,a(883,802)) ?(35,a(883,801)) ?(36,a(883,799)) ?(37,a(883,798)) ?(38,a(883,790)) ?(39,a(883,789)) ?(40,a(883,788)) ?(41,a(883,787)) ?(42,a(883,786)) ?(43,a(883,785)) ?(44,a(883,784)) ?(45,a(883,781)) ?(46,a(883,780)) ?(47,a(883,779)) ?(48,a(883,778)) ?(49,a(883,777)) ?(50,a(883,776))  (21 tests, cond 2)
		n1 false (test_time = 1.97692)
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 = 0.599837)
search: ww_adaptive: found best (time_taken = 0.00110006)
	variant  3701/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 1)
		n1 false (test_time = 2.53637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151896)
	variant  3702/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 50)
		n1 false (test_time = 1.91602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134301)
	variant  3703/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 49)
		n1 false (test_time = 1.94312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132895)
	variant  3704/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 48)
		n1 false (test_time = 1.93634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195503)
	variant  3705/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 47)
		n1 false (test_time = 1.9469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230598)
	variant  3706/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 46)
		n1 false (test_time = 2.01001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00184512)
	variant  3707/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 45)
		n1 false (test_time = 1.93932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195789)
	variant  3708/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 44)
		n1 false (test_time = 1.94205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001863)
	variant  3709/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 43)
		n1 false (test_time = 1.92813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179696)
	variant  3710/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 42)
		n1 false (test_time = 1.96983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150108)
	variant  3711/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 41)
		n1 false (test_time = 2.03521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149393)
	variant  3712/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 40)
		n1 false (test_time = 1.93627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152302)
	variant  3713/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 39)
		n1 false (test_time = 1.93452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151706)
	variant  3714/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 38)
		n1 false (test_time = 1.92309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163698)
	variant  3715/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 37)
		n1 false (test_time = 1.89982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103378)
	variant  3716/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 36)
		n1 false (test_time = 2.03079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105786)
	variant  3717/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 35)
		n1 false (test_time = 1.97282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000952959)
	variant  3718/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 34)
		n1 false (test_time = 1.93178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000947952)
	variant  3719/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 33)
		n1 false (test_time = 1.96014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000610113)
	variant  3720/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 32)
		n1 false (test_time = 1.93813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000661135)
	variant  3721/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 31)
		n1 false (test_time = 1.98625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000595093)
	variant  3722/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 30)
		n1 false (test_time = 2.003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000602007)
	variant  3723/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 29)
		n1 false (test_time = 1.954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000558138)
	variant  3724/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 28)
		n1 false (test_time = 1.94898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000530958)
	variant  3725/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 27)
		n1 false (test_time = 1.93828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000510931)
	variant  3726/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 26)
		n1 false (test_time = 2.05166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000491142)
	variant  3727/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 25)
		n1 false (test_time = 2.04447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000469923)
	variant  3728/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 24)
		n1 false (test_time = 2.03205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000478983)
	variant  3729/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 23)
		n1 false (test_time = 2.07265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00043416)
	variant  3730/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 22)
		n1 false (test_time = 2.10482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000428915)
	variant  3731/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 21)
		n1 false (test_time = 2.07985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000410795)
	variant  3732/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 20)
		n1 false (test_time = 2.13034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000402927)
	variant  3733/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 19)
		n1 false (test_time = 2.03247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000467777)
	variant  3734/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 18)
		n1 false (test_time = 2.14596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000333071)
	variant  3735/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 17)
		n1 false (test_time = 2.06974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344992)
	variant  3736/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 16)
		n1 false (test_time = 2.01408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000302076)
	variant  3737/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 15)
		n1 false (test_time = 2.00097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267982)
	variant  3738/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 14)
		n1 false (test_time = 1.95358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000252962)
	variant  3739/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 13)
		n1 false (test_time = 1.91494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000250101)
	variant  3740/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 12)
		n1 false (test_time = 1.97451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00022006)
	variant  3741/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 11)
		n1 false (test_time = 1.93259)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000189066)
	variant  3742/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 10)
		n1 false (test_time = 1.91837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000183821)
	variant  3743/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 9)
		n1 false (test_time = 1.98634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150919)
	variant  3744/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 8)
		n1 false (test_time = 1.92649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000243902)
	variant  3745/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 7)
		n1 false (test_time = 1.9625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108957)
	variant  3746/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 6)
		n1 false (test_time = 1.93623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  3747/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 5)
		n1 false (test_time = 1.94629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.79629e-05)
	variant  3748/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 4)
		n1 false (test_time = 2.02083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  3749/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 3)
		n1 false (test_time = 1.93998)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  3750/26032 = ?(1,a(883,775)) ?(2,a(883,759)) ?(3,a(883,758)) ?(4,a(883,757)) ?(5,a(883,756)) ?(6,a(883,755)) ?(7,a(883,754)) ?(8,a(883,753)) ?(9,a(883,752)) ?(10,a(883,751)) ?(11,a(883,738)) ?(12,a(883,737)) ?(13,a(883,736)) ?(14,a(883,734)) ?(15,a(883,732)) ?(16,a(883,730)) ?(17,a(883,729)) ?(18,a(883,728)) ?(19,a(883,727)) ?(20,a(883,726)) ?(21,a(883,725)) ?(22,a(883,724)) ?(23,a(883,723)) ?(24,a(883,715)) ?(25,a(883,713)) ?(26,a(883,711)) ?(27,a(883,710)) ?(28,a(883,709)) ?(29,a(883,708)) ?(30,a(883,707)) ?(31,a(883,705)) ?(32,a(883,704)) ?(33,a(883,703)) ?(34,a(883,701)) ?(35,a(883,700)) ?(36,a(883,699)) ?(37,a(883,698)) ?(38,a(883,697)) ?(39,a(883,695)) ?(40,a(883,693)) ?(41,a(883,692)) ?(42,a(883,690)) ?(43,a(883,679)) ?(44,a(883,678)) ?(45,a(883,675)) ?(46,a(883,674)) ?(47,a(883,673)) ?(48,a(883,672)) ?(49,a(883,671)) ?(50,a(883,670))  (21 tests, cond 2)
		n1 false (test_time = 2.00452)
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 = 0.653341)
search: ww_adaptive: found best (time_taken = 0.00135398)
	variant  3751/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 1)
		n1 false (test_time = 2.61656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121903)
	variant  3752/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 50)
		n1 false (test_time = 1.94595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122094)
	variant  3753/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 49)
		n1 false (test_time = 2.06348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012579)
	variant  3754/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 48)
		n1 false (test_time = 2.09069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120497)
	variant  3755/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 47)
		n1 false (test_time = 2.00282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116205)
	variant  3756/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 46)
		n1 false (test_time = 2.00174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115991)
	variant  3757/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 45)
		n1 false (test_time = 2.01593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124812)
	variant  3758/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 44)
		n1 false (test_time = 2.00292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00416303)
	variant  3759/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 43)
		n1 false (test_time = 2.07127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00569487)
	variant  3760/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 42)
		n1 false (test_time = 2.10298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00367093)
	variant  3761/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 41)
		n1 false (test_time = 2.01171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219798)
	variant  3762/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 40)
		n1 false (test_time = 2.00254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242209)
	variant  3763/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 39)
		n1 false (test_time = 2.01233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211501)
	variant  3764/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 38)
		n1 false (test_time = 1.98532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123501)
	variant  3765/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 37)
		n1 false (test_time = 2.04511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109601)
	variant  3766/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 36)
		n1 false (test_time = 1.97632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00097394)
	variant  3767/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 35)
		n1 false (test_time = 2.09927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00172305)
	variant  3768/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 34)
		n1 false (test_time = 2.00782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198913)
	variant  3769/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 33)
		n1 false (test_time = 2.02018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000658989)
	variant  3770/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 32)
		n1 false (test_time = 2.0145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000608921)
	variant  3771/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 31)
		n1 false (test_time = 1.99111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000623941)
	variant  3772/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 30)
		n1 false (test_time = 1.97141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000596046)
	variant  3773/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 29)
		n1 false (test_time = 1.97303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000580072)
	variant  3774/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 28)
		n1 false (test_time = 1.97032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000564098)
	variant  3775/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 27)
		n1 false (test_time = 2.00773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000535011)
	variant  3776/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 26)
		n1 false (test_time = 1.96783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000535965)
	variant  3777/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 25)
		n1 false (test_time = 1.9965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000482082)
	variant  3778/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 24)
		n1 false (test_time = 2.05903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000507832)
	variant  3779/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 23)
		n1 false (test_time = 2.02978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000449896)
	variant  3780/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 22)
		n1 false (test_time = 2.03479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000447989)
	variant  3781/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 21)
		n1 false (test_time = 2.00318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000426054)
	variant  3782/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 20)
		n1 false (test_time = 1.99045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000401974)
	variant  3783/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 19)
		n1 false (test_time = 2.01273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000371933)
	variant  3784/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 18)
		n1 false (test_time = 2.05272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324965)
	variant  3785/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 17)
		n1 false (test_time = 2.0231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000349045)
	variant  3786/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 16)
		n1 false (test_time = 1.95684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000340939)
	variant  3787/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 15)
		n1 false (test_time = 1.97055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000263929)
	variant  3788/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 14)
		n1 false (test_time = 1.95411)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000244141)
	variant  3789/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 13)
		n1 false (test_time = 1.98639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000232935)
	variant  3790/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 12)
		n1 false (test_time = 2.00674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211954)
	variant  3791/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 11)
		n1 false (test_time = 1.9611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018692)
	variant  3792/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 10)
		n1 false (test_time = 1.98278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169039)
	variant  3793/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 9)
		n1 false (test_time = 1.98223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  3794/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 8)
		n1 false (test_time = 1.96232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000148058)
	variant  3795/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 7)
		n1 false (test_time = 1.98848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011301)
	variant  3796/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 6)
		n1 false (test_time = 2.00037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.5129e-05)
	variant  3797/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 5)
		n1 false (test_time = 2.01409)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.41482e-05)
	variant  3798/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 4)
		n1 false (test_time = 2.02762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  3799/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 3)
		n1 false (test_time = 1.96196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  3800/26032 = ?(1,a(883,667)) ?(2,a(883,666)) ?(3,a(883,665)) ?(4,a(883,662)) ?(5,a(883,661)) ?(6,a(883,659)) ?(7,a(883,657)) ?(8,a(883,656)) ?(9,a(883,654)) ?(10,a(883,651)) ?(11,a(883,648)) ?(12,a(883,647)) ?(13,a(883,646)) ?(14,a(883,645)) ?(15,a(883,644)) ?(16,a(883,643)) ?(17,a(883,642)) ?(18,a(883,641)) ?(19,a(883,619)) ?(20,a(883,618)) ?(21,a(883,598)) ?(22,a(883,597)) ?(23,a(883,587)) ?(24,a(883,584)) ?(25,a(883,515)) ?(26,a(882,882)) ?(27,a(882,881)) ?(28,a(882,880)) ?(29,a(882,877)) ?(30,a(882,876)) ?(31,a(882,874)) ?(32,a(882,873)) ?(33,a(882,872)) ?(34,a(882,871)) ?(35,a(882,870)) ?(36,a(882,869)) ?(37,a(882,867)) ?(38,a(882,865)) ?(39,a(882,854)) ?(40,a(882,853)) ?(41,a(882,852)) ?(42,a(882,845)) ?(43,a(882,841)) ?(44,a(882,839)) ?(45,a(882,838)) ?(46,a(882,837)) ?(47,a(882,836)) ?(48,a(882,833)) ?(49,a(882,831)) ?(50,a(882,823))  (21 tests, cond 2)
		n1 false (test_time = 2.03043)
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 = 0.602956)
search: ww_adaptive: found best (time_taken = 0.00101209)
	variant  3801/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 1)
		n1 false (test_time = 2.7238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177002)
	variant  3802/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 50)
		n1 false (test_time = 2.11689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164199)
	variant  3803/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 49)
		n1 false (test_time = 2.09032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167513)
	variant  3804/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 48)
		n1 false (test_time = 2.11823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135088)
	variant  3805/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 47)
		n1 false (test_time = 2.09617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177312)
	variant  3806/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 46)
		n1 false (test_time = 2.06777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124598)
	variant  3807/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 45)
		n1 false (test_time = 2.13711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138998)
	variant  3808/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 44)
		n1 false (test_time = 2.10075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117397)
	variant  3809/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 43)
		n1 false (test_time = 2.12127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118804)
	variant  3810/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 42)
		n1 false (test_time = 2.19902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117016)
	variant  3811/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 41)
		n1 false (test_time = 2.14981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118208)
	variant  3812/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 40)
		n1 false (test_time = 2.12542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114298)
	variant  3813/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 39)
		n1 false (test_time = 2.16156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000923157)
	variant  3814/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 38)
		n1 false (test_time = 2.10033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013392)
	variant  3815/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 37)
		n1 false (test_time = 2.07167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192809)
	variant  3816/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 36)
		n1 false (test_time = 2.20231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110197)
	variant  3817/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 35)
		n1 false (test_time = 2.14928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104403)
	variant  3818/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 34)
		n1 false (test_time = 2.14509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000650883)
	variant  3819/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 33)
		n1 false (test_time = 2.13521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120091)
	variant  3820/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 32)
		n1 false (test_time = 2.12204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00061202)
	variant  3821/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 31)
		n1 false (test_time = 2.14187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000591993)
	variant  3822/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 30)
		n1 false (test_time = 2.15092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000584841)
	variant  3823/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 29)
		n1 false (test_time = 2.20255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000570059)
	variant  3824/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 28)
		n1 false (test_time = 2.17112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000540018)
	variant  3825/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 27)
		n1 false (test_time = 2.07438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000518799)
	variant  3826/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 26)
		n1 false (test_time = 2.06158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000519991)
	variant  3827/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 25)
		n1 false (test_time = 2.12084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000482082)
	variant  3828/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 24)
		n1 false (test_time = 181.855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00045681)
	variant  3829/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 23)
		n1 false (test_time = 3.06701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000576019)
	variant  3830/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 22)
		n1 false (test_time = 2.17394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000400066)
	variant  3831/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 21)
		n1 false (test_time = 2.13389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000406027)
	variant  3832/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 20)
		n1 false (test_time = 2.12578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000363111)
	variant  3833/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 19)
		n1 false (test_time = 2.21459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000379086)
	variant  3834/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 18)
		n1 false (test_time = 2.13522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324965)
	variant  3835/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 17)
		n1 false (test_time = 181.766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319004)
	variant  3836/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 16)
		n1 false (test_time = 2.81768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000299931)
	variant  3837/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 15)
		n1 false (test_time = 2.20022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265837)
	variant  3838/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 14)
		n1 false (test_time = 2.18423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000273943)
	variant  3839/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 13)
		n1 false (test_time = 2.11393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241041)
	variant  3840/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 12)
		n1 false (test_time = 2.23086)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000222921)
	variant  3841/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 11)
		n1 false (test_time = 2.19165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000202179)
	variant  3842/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 10)
		n1 false (test_time = 2.20401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000182152)
	variant  3843/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 9)
		n1 false (test_time = 2.14671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000154018)
	variant  3844/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 8)
		n1 false (test_time = 2.1545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000124216)
	variant  3845/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 7)
		n1 false (test_time = 2.1209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  3846/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 6)
		n1 false (test_time = 2.15329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.10759e-05)
	variant  3847/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 5)
		n1 false (test_time = 2.17766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.01086e-05)
	variant  3848/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 4)
		n1 false (test_time = 2.17191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  3849/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 3)
		n1 false (test_time = 2.10285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  3850/26032 = ?(1,a(882,822)) ?(2,a(882,821)) ?(3,a(882,820)) ?(4,a(882,819)) ?(5,a(882,818)) ?(6,a(882,816)) ?(7,a(882,815)) ?(8,a(882,814)) ?(9,a(882,811)) ?(10,a(882,805)) ?(11,a(882,803)) ?(12,a(882,802)) ?(13,a(882,801)) ?(14,a(882,799)) ?(15,a(882,798)) ?(16,a(882,790)) ?(17,a(882,789)) ?(18,a(882,788)) ?(19,a(882,787)) ?(20,a(882,786)) ?(21,a(882,785)) ?(22,a(882,784)) ?(23,a(882,781)) ?(24,a(882,780)) ?(25,a(882,779)) ?(26,a(882,778)) ?(27,a(882,777)) ?(28,a(882,776)) ?(29,a(882,775)) ?(30,a(882,759)) ?(31,a(882,758)) ?(32,a(882,757)) ?(33,a(882,756)) ?(34,a(882,755)) ?(35,a(882,754)) ?(36,a(882,753)) ?(37,a(882,752)) ?(38,a(882,751)) ?(39,a(882,738)) ?(40,a(882,737)) ?(41,a(882,736)) ?(42,a(882,734)) ?(43,a(882,732)) ?(44,a(882,730)) ?(45,a(882,729)) ?(46,a(882,728)) ?(47,a(882,727)) ?(48,a(882,726)) ?(49,a(882,725)) ?(50,a(882,724))  (21 tests, cond 2)
		n1 false (test_time = 2.09192)
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 = 0.586539)
search: ww_adaptive: found best (time_taken = 0.00133395)
	variant  3851/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 1)
		n1 false (test_time = 2.71545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014081)
	variant  3852/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 50)
		n1 false (test_time = 2.00124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141001)
	variant  3853/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 49)
		n1 false (test_time = 2.06499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120997)
	variant  3854/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 48)
		n1 false (test_time = 1.98793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131798)
	variant  3855/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 47)
		n1 false (test_time = 2.01137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120902)
	variant  3856/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 46)
		n1 false (test_time = 2.00029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118089)
	variant  3857/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 45)
		n1 false (test_time = 2.00092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149322)
	variant  3858/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 44)
		n1 false (test_time = 2.01303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001086)
	variant  3859/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 43)
		n1 false (test_time = 2.02793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010581)
	variant  3860/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 42)
		n1 false (test_time = 2.23412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000995874)
	variant  3861/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 41)
		n1 false (test_time = 1.98453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101209)
	variant  3862/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 40)
		n1 false (test_time = 2.00523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123501)
	variant  3863/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 39)
		n1 false (test_time = 1.96968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103307)
	variant  3864/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 38)
		n1 false (test_time = 2.00719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246811)
	variant  3865/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 37)
		n1 false (test_time = 2.03916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00319505)
	variant  3866/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 36)
		n1 false (test_time = 1.99192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225115)
	variant  3867/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 35)
		n1 false (test_time = 1.99803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206995)
	variant  3868/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 34)
		n1 false (test_time = 2.03182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000942945)
	variant  3869/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 33)
		n1 false (test_time = 2.08229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000653982)
	variant  3870/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 32)
		n1 false (test_time = 2.1337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000778913)
	variant  3871/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 31)
		n1 false (test_time = 2.11239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000589848)
	variant  3872/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 30)
		n1 false (test_time = 2.12353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000597954)
	variant  3873/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 29)
		n1 false (test_time = 2.00975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000570059)
	variant  3874/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 28)
		n1 false (test_time = 2.02068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000620127)
	variant  3875/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 27)
		n1 false (test_time = 2.04331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000671148)
	variant  3876/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 26)
		n1 false (test_time = 1.99498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000509024)
	variant  3877/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 25)
		n1 false (test_time = 2.09313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488043)
	variant  3878/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 24)
		n1 false (test_time = 2.0061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458002)
	variant  3879/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 23)
		n1 false (test_time = 2.04531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000453949)
	variant  3880/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 22)
		n1 false (test_time = 2.03621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00048995)
	variant  3881/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 21)
		n1 false (test_time = 2.00372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000402927)
	variant  3882/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 20)
		n1 false (test_time = 2.03065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00039506)
	variant  3883/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 19)
		n1 false (test_time = 2.0274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000355005)
	variant  3884/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 18)
		n1 false (test_time = 2.09227)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000335932)
	variant  3885/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 17)
		n1 false (test_time = 2.03447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030899)
	variant  3886/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 16)
		n1 false (test_time = 2.01102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000322819)
	variant  3887/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 15)
		n1 false (test_time = 2.05779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000393867)
	variant  3888/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 14)
		n1 false (test_time = 2.08021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000252962)
	variant  3889/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 13)
		n1 false (test_time = 2.22073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00023818)
	variant  3890/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 12)
		n1 false (test_time = 2.27592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000213146)
	variant  3891/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 11)
		n1 false (test_time = 181.72)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  3892/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 10)
		n1 false (test_time = 2.01252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174999)
	variant  3893/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 9)
		n1 false (test_time = 2.0793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000155926)
	variant  3894/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 8)
		n1 false (test_time = 2.08421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000153065)
	variant  3895/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 7)
		n1 false (test_time = 2.03752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108957)
	variant  3896/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 6)
		n1 false (test_time = 2.0846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  3897/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 5)
		n1 false (test_time = 2.02933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.10487e-05)
	variant  3898/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 4)
		n1 false (test_time = 2.02074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  3899/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 3)
		n1 false (test_time = 2.04903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.19345e-05)
	variant  3900/26032 = ?(1,a(882,723)) ?(2,a(882,715)) ?(3,a(882,713)) ?(4,a(882,711)) ?(5,a(882,710)) ?(6,a(882,709)) ?(7,a(882,708)) ?(8,a(882,707)) ?(9,a(882,705)) ?(10,a(882,704)) ?(11,a(882,703)) ?(12,a(882,701)) ?(13,a(882,700)) ?(14,a(882,699)) ?(15,a(882,698)) ?(16,a(882,697)) ?(17,a(882,695)) ?(18,a(882,693)) ?(19,a(882,692)) ?(20,a(882,690)) ?(21,a(882,679)) ?(22,a(882,678)) ?(23,a(882,675)) ?(24,a(882,674)) ?(25,a(882,673)) ?(26,a(882,672)) ?(27,a(882,671)) ?(28,a(882,670)) ?(29,a(882,667)) ?(30,a(882,666)) ?(31,a(882,665)) ?(32,a(882,662)) ?(33,a(882,661)) ?(34,a(882,659)) ?(35,a(882,657)) ?(36,a(882,656)) ?(37,a(882,654)) ?(38,a(882,651)) ?(39,a(882,648)) ?(40,a(882,647)) ?(41,a(882,646)) ?(42,a(882,645)) ?(43,a(882,644)) ?(44,a(882,643)) ?(45,a(882,642)) ?(46,a(882,641)) ?(47,a(882,619)) ?(48,a(882,618)) ?(49,a(882,598)) ?(50,a(882,597))  (21 tests, cond 2)
		n1 false (test_time = 2.08768)
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 = 0.620487)
search: ww_adaptive: found best (time_taken = 0.00103998)
	variant  3901/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 1)
		n1 false (test_time = 2.81845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013001)
	variant  3902/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 50)
		n1 false (test_time = 2.11106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022049)
	variant  3903/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 49)
		n1 false (test_time = 2.11646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197005)
	variant  3904/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 48)
		n1 false (test_time = 181.717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166202)
	variant  3905/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 47)
		n1 false (test_time = 2.08743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213099)
	variant  3906/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 46)
		n1 false (test_time = 2.08474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166392)
	variant  3907/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 45)
		n1 false (test_time = 2.14871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201702)
	variant  3908/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 44)
		n1 false (test_time = 2.12433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171614)
	variant  3909/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 43)
		n1 false (test_time = 2.08538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154614)
	variant  3910/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 42)
		n1 false (test_time = 2.10118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174189)
	variant  3911/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 41)
		n1 false (test_time = 2.07555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155497)
	variant  3912/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 40)
		n1 false (test_time = 2.06985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163198)
	variant  3913/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 39)
		n1 false (test_time = 2.07694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983)
	variant  3914/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 38)
		n1 false (test_time = 2.08055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111818)
	variant  3915/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 37)
		n1 false (test_time = 2.1136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163603)
	variant  3916/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 36)
		n1 false (test_time = 2.21589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108314)
	variant  3917/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 35)
		n1 false (test_time = 2.06501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110722)
	variant  3918/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 34)
		n1 false (test_time = 2.10472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000679016)
	variant  3919/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 33)
		n1 false (test_time = 2.11184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000669003)
	variant  3920/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 32)
		n1 false (test_time = 2.12656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627041)
	variant  3921/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 31)
		n1 false (test_time = 2.13798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627041)
	variant  3922/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 30)
		n1 false (test_time = 2.08459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000576019)
	variant  3923/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 29)
		n1 false (test_time = 2.09133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000674009)
	variant  3924/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 28)
		n1 false (test_time = 2.09811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000559092)
	variant  3925/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 27)
		n1 false (test_time = 2.15797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000619888)
	variant  3926/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 26)
		n1 false (test_time = 2.09121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000510931)
	variant  3927/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 25)
		n1 false (test_time = 2.11253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000482798)
	variant  3928/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 24)
		n1 false (test_time = 2.11363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000457048)
	variant  3929/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 23)
		n1 false (test_time = 2.11366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000558853)
	variant  3930/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 22)
		n1 false (test_time = 2.19081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427008)
	variant  3931/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 21)
		n1 false (test_time = 2.11136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000385046)
	variant  3932/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 20)
		n1 false (test_time = 2.05152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000375032)
	variant  3933/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 19)
		n1 false (test_time = 2.09739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000339985)
	variant  3934/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 18)
		n1 false (test_time = 2.07801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000326872)
	variant  3935/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 17)
		n1 false (test_time = 2.05725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334024)
	variant  3936/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 16)
		n1 false (test_time = 2.04871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000309944)
	variant  3937/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 15)
		n1 false (test_time = 2.05894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000283957)
	variant  3938/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 14)
		n1 false (test_time = 2.11437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257015)
	variant  3939/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 13)
		n1 false (test_time = 2.05801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000206947)
	variant  3940/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 12)
		n1 false (test_time = 2.09652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000202179)
	variant  3941/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 11)
		n1 false (test_time = 2.0817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000310898)
	variant  3942/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 10)
		n1 false (test_time = 2.09091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164032)
	variant  3943/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 9)
		n1 false (test_time = 2.10608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000154018)
	variant  3944/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 8)
		n1 false (test_time = 2.14324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000135899)
	variant  3945/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 7)
		n1 false (test_time = 2.10463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000109196)
	variant  3946/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 6)
		n1 false (test_time = 2.10988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.29832e-05)
	variant  3947/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 5)
		n1 false (test_time = 2.10202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000193119)
	variant  3948/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 4)
		n1 false (test_time = 2.07412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant  3949/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 3)
		n1 false (test_time = 2.17666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  3950/26032 = ?(1,a(882,587)) ?(2,a(882,584)) ?(3,a(882,515)) ?(4,a(881,882)) ?(5,a(881,881)) ?(6,a(881,880)) ?(7,a(881,877)) ?(8,a(881,876)) ?(9,a(881,874)) ?(10,a(881,873)) ?(11,a(881,872)) ?(12,a(881,871)) ?(13,a(881,870)) ?(14,a(881,869)) ?(15,a(881,867)) ?(16,a(881,865)) ?(17,a(881,854)) ?(18,a(881,853)) ?(19,a(881,852)) ?(20,a(881,845)) ?(21,a(881,841)) ?(22,a(881,839)) ?(23,a(881,838)) ?(24,a(881,837)) ?(25,a(881,836)) ?(26,a(881,833)) ?(27,a(881,831)) ?(28,a(881,823)) ?(29,a(881,822)) ?(30,a(881,821)) ?(31,a(881,820)) ?(32,a(881,819)) ?(33,a(881,818)) ?(34,a(881,816)) ?(35,a(881,815)) ?(36,a(881,814)) ?(37,a(881,811)) ?(38,a(881,805)) ?(39,a(881,803)) ?(40,a(881,802)) ?(41,a(881,801)) ?(42,a(881,799)) ?(43,a(881,798)) ?(44,a(881,790)) ?(45,a(881,789)) ?(46,a(881,788)) ?(47,a(881,787)) ?(48,a(881,786)) ?(49,a(881,785)) ?(50,a(881,784))  (21 tests, cond 2)
		n1 false (test_time = 2.07899)
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 = 0.639492)
search: ww_adaptive: found best (time_taken = 0.00115204)
	variant  3951/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 1)
		n1 false (test_time = 2.75132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182199)
	variant  3952/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 50)
		n1 false (test_time = 2.10342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122905)
	variant  3953/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 49)
		n1 false (test_time = 2.18594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188899)
	variant  3954/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 48)
		n1 false (test_time = 2.11031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00240302)
	variant  3955/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 47)
		n1 false (test_time = 2.15578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112987)
	variant  3956/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 46)
		n1 false (test_time = 2.17655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150299)
	variant  3957/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 45)
		n1 false (test_time = 2.1191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137901)
	variant  3958/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 44)
		n1 false (test_time = 2.10221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135207)
	variant  3959/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 43)
		n1 false (test_time = 2.09502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130296)
	variant  3960/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 42)
		n1 false (test_time = 2.1757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014081)
	variant  3961/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 41)
		n1 false (test_time = 2.12213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128889)
	variant  3962/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 40)
		n1 false (test_time = 2.1298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117993)
	variant  3963/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 39)
		n1 false (test_time = 181.783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151992)
	variant  3964/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 38)
		n1 false (test_time = 2.06105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112295)
	variant  3965/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 37)
		n1 false (test_time = 2.12529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119996)
	variant  3966/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 36)
		n1 false (test_time = 2.15074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000888109)
	variant  3967/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 35)
		n1 false (test_time = 2.15402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000667095)
	variant  3968/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 34)
		n1 false (test_time = 2.09658)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000658035)
	variant  3969/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 33)
		n1 false (test_time = 2.07415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000612974)
	variant  3970/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 32)
		n1 false (test_time = 2.24734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00067687)
	variant  3971/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 31)
		n1 false (test_time = 2.19473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000636816)
	variant  3972/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 30)
		n1 false (test_time = 2.11063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000834942)
	variant  3973/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 29)
		n1 false (test_time = 2.10759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000577927)
	variant  3974/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 28)
		n1 false (test_time = 2.11258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000539064)
	variant  3975/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 27)
		n1 false (test_time = 2.12254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000691891)
	variant  3976/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 26)
		n1 false (test_time = 2.07414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000622034)
	variant  3977/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 25)
		n1 false (test_time = 2.1011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000466108)
	variant  3978/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 24)
		n1 false (test_time = 2.08008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00047183)
	variant  3979/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 23)
		n1 false (test_time = 2.07941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458956)
	variant  3980/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 22)
		n1 false (test_time = 2.11473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000421047)
	variant  3981/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 21)
		n1 false (test_time = 2.06197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000422001)
	variant  3982/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 20)
		n1 false (test_time = 2.12696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000476122)
	variant  3983/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 19)
		n1 false (test_time = 2.09455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365973)
	variant  3984/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 18)
		n1 false (test_time = 2.10783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000352144)
	variant  3985/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 17)
		n1 false (test_time = 2.11255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000301123)
	variant  3986/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 16)
		n1 false (test_time = 2.0511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000305891)
	variant  3987/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 15)
		n1 false (test_time = 2.0891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265121)
	variant  3988/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 14)
		n1 false (test_time = 2.10449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000271082)
	variant  3989/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 13)
		n1 false (test_time = 2.13568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000234842)
	variant  3990/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 12)
		n1 false (test_time = 2.11786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000296116)
	variant  3991/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 11)
		n1 false (test_time = 2.1012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  3992/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 10)
		n1 false (test_time = 2.06103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000215054)
	variant  3993/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 9)
		n1 false (test_time = 2.07615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208139)
	variant  3994/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 8)
		n1 false (test_time = 2.09731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000153065)
	variant  3995/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 7)
		n1 false (test_time = 2.11176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151157)
	variant  3996/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 6)
		n1 false (test_time = 2.13729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  3997/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 5)
		n1 false (test_time = 2.0852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-05)
	variant  3998/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 4)
		n1 false (test_time = 2.21044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.57899e-05)
	variant  3999/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 3)
		n1 false (test_time = 2.0712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  4000/26032 = ?(1,a(881,781)) ?(2,a(881,780)) ?(3,a(881,779)) ?(4,a(881,778)) ?(5,a(881,777)) ?(6,a(881,776)) ?(7,a(881,775)) ?(8,a(881,759)) ?(9,a(881,758)) ?(10,a(881,757)) ?(11,a(881,756)) ?(12,a(881,755)) ?(13,a(881,754)) ?(14,a(881,753)) ?(15,a(881,752)) ?(16,a(881,751)) ?(17,a(881,738)) ?(18,a(881,737)) ?(19,a(881,736)) ?(20,a(881,734)) ?(21,a(881,732)) ?(22,a(881,730)) ?(23,a(881,729)) ?(24,a(881,728)) ?(25,a(881,727)) ?(26,a(881,726)) ?(27,a(881,725)) ?(28,a(881,724)) ?(29,a(881,723)) ?(30,a(881,715)) ?(31,a(881,713)) ?(32,a(881,711)) ?(33,a(881,710)) ?(34,a(881,709)) ?(35,a(881,708)) ?(36,a(881,707)) ?(37,a(881,705)) ?(38,a(881,704)) ?(39,a(881,703)) ?(40,a(881,701)) ?(41,a(881,700)) ?(42,a(881,699)) ?(43,a(881,698)) ?(44,a(881,697)) ?(45,a(881,695)) ?(46,a(881,693)) ?(47,a(881,692)) ?(48,a(881,690)) ?(49,a(881,679)) ?(50,a(881,678))  (21 tests, cond 2)
		n1 false (test_time = 182.07)
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 = 0.589259)
search: ww_adaptive: found best (time_taken = 0.00117421)
	variant  4001/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 1)
		n1 false (test_time = 4.20197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156689)
	variant  4002/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 50)
		n1 false (test_time = 1.99887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121713)
	variant  4003/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 49)
		n1 false (test_time = 2.03744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139904)
	variant  4004/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 48)
		n1 false (test_time = 2.04108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239706)
	variant  4005/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 47)
		n1 false (test_time = 2.06831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126004)
	variant  4006/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 46)
		n1 false (test_time = 2.06102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011189)
	variant  4007/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 45)
		n1 false (test_time = 2.02846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001122)
	variant  4008/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 44)
		n1 false (test_time = 2.07157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103998)
	variant  4009/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 43)
		n1 false (test_time = 2.07881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117016)
	variant  4010/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 42)
		n1 false (test_time = 2.06153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117898)
	variant  4011/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 41)
		n1 false (test_time = 2.12325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108695)
	variant  4012/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 40)
		n1 false (test_time = 2.0572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104713)
	variant  4013/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 39)
		n1 false (test_time = 2.04783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234389)
	variant  4014/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 38)
		n1 false (test_time = 2.0189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00348401)
	variant  4015/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 37)
		n1 false (test_time = 2.03196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230718)
	variant  4016/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 36)
		n1 false (test_time = 2.02875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215816)
	variant  4017/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 35)
		n1 false (test_time = 2.05824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000686884)
	variant  4018/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 34)
		n1 false (test_time = 2.06888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00067091)
	variant  4019/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 33)
		n1 false (test_time = 2.00745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000641108)
	variant  4020/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 32)
		n1 false (test_time = 2.05346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00062108)
	variant  4021/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 31)
		n1 false (test_time = 2.05326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000584841)
	variant  4022/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 30)
		n1 false (test_time = 2.00567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000586987)
	variant  4023/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 29)
		n1 false (test_time = 2.09888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000550032)
	variant  4024/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 28)
		n1 false (test_time = 2.06407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000770807)
	variant  4025/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 27)
		n1 false (test_time = 2.11471)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000521898)
	variant  4026/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 26)
		n1 false (test_time = 2.01673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000504017)
	variant  4027/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 25)
		n1 false (test_time = 2.00287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00051403)
	variant  4028/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 24)
		n1 false (test_time = 2.03734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000446081)
	variant  4029/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 23)
		n1 false (test_time = 2.09079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000436068)
	variant  4030/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 22)
		n1 false (test_time = 2.04317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000441074)
	variant  4031/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 21)
		n1 false (test_time = 2.04796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000393152)
	variant  4032/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 20)
		n1 false (test_time = 2.07995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000381947)
	variant  4033/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 19)
		n1 false (test_time = 2.03163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000384092)
	variant  4034/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 18)
		n1 false (test_time = 2.03472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000343084)
	variant  4035/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 17)
		n1 false (test_time = 2.09284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028491)
	variant  4036/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 16)
		n1 false (test_time = 2.02381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00029397)
	variant  4037/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 15)
		n1 false (test_time = 2.08695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000328064)
	variant  4038/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 14)
		n1 false (test_time = 2.04245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000253916)
	variant  4039/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 13)
		n1 false (test_time = 2.05308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000244141)
	variant  4040/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 12)
		n1 false (test_time = 2.08406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000240088)
	variant  4041/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 11)
		n1 false (test_time = 2.04817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000192165)
	variant  4042/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 10)
		n1 false (test_time = 1.99372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164986)
	variant  4043/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 9)
		n1 false (test_time = 2.06301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000158072)
	variant  4044/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 8)
		n1 false (test_time = 2.0611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000148058)
	variant  4045/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 7)
		n1 false (test_time = 2.02617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000104189)
	variant  4046/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 6)
		n1 false (test_time = 2.00341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.98974e-05)
	variant  4047/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 5)
		n1 false (test_time = 2.01054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  4048/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 4)
		n1 false (test_time = 2.02049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.29153e-05)
	variant  4049/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 3)
		n1 false (test_time = 2.0353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  4050/26032 = ?(1,a(881,675)) ?(2,a(881,674)) ?(3,a(881,673)) ?(4,a(881,672)) ?(5,a(881,671)) ?(6,a(881,670)) ?(7,a(881,667)) ?(8,a(881,666)) ?(9,a(881,665)) ?(10,a(881,662)) ?(11,a(881,661)) ?(12,a(881,659)) ?(13,a(881,657)) ?(14,a(881,656)) ?(15,a(881,654)) ?(16,a(881,651)) ?(17,a(881,648)) ?(18,a(881,647)) ?(19,a(881,646)) ?(20,a(881,645)) ?(21,a(881,644)) ?(22,a(881,643)) ?(23,a(881,642)) ?(24,a(881,641)) ?(25,a(881,619)) ?(26,a(881,618)) ?(27,a(881,598)) ?(28,a(881,597)) ?(29,a(881,587)) ?(30,a(881,584)) ?(31,a(881,515)) ?(32,a(880,882)) ?(33,a(880,881)) ?(34,a(880,880)) ?(35,a(880,877)) ?(36,a(880,876)) ?(37,a(880,874)) ?(38,a(880,873)) ?(39,a(880,872)) ?(40,a(880,871)) ?(41,a(880,870)) ?(42,a(880,869)) ?(43,a(880,867)) ?(44,a(880,865)) ?(45,a(880,854)) ?(46,a(880,853)) ?(47,a(880,852)) ?(48,a(880,845)) ?(49,a(880,841)) ?(50,a(880,839))  (21 tests, cond 2)
		n1 false (test_time = 2.04956)
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 = 0.618794)
search: ww_adaptive: found best (time_taken = 0.00235605)
	variant  4051/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 1)
		n1 false (test_time = 2.75058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124502)
	variant  4052/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 50)
		n1 false (test_time = 2.20536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118613)
	variant  4053/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 49)
		n1 false (test_time = 2.07007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115991)
	variant  4054/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 48)
		n1 false (test_time = 2.13667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115895)
	variant  4055/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 47)
		n1 false (test_time = 2.09103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131297)
	variant  4056/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 46)
		n1 false (test_time = 2.11846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110316)
	variant  4057/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 45)
		n1 false (test_time = 2.1179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158811)
	variant  4058/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 44)
		n1 false (test_time = 2.11465)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00519204)
	variant  4059/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 43)
		n1 false (test_time = 2.15339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00280309)
	variant  4060/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 42)
		n1 false (test_time = 2.16606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00247908)
	variant  4061/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 41)
		n1 false (test_time = 2.13913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228)
	variant  4062/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 40)
		n1 false (test_time = 2.07887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214601)
	variant  4063/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 39)
		n1 false (test_time = 2.09117)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002388)
	variant  4064/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 38)
		n1 false (test_time = 2.06019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209284)
	variant  4065/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 37)
		n1 false (test_time = 2.11622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109196)
	variant  4066/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 36)
		n1 false (test_time = 2.08492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000694036)
	variant  4067/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 35)
		n1 false (test_time = 2.09168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000686884)
	variant  4068/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 34)
		n1 false (test_time = 2.18999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000681162)
	variant  4069/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 33)
		n1 false (test_time = 2.07393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000797033)
	variant  4070/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 32)
		n1 false (test_time = 2.15098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000808954)
	variant  4071/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 31)
		n1 false (test_time = 2.06672)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000607967)
	variant  4072/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 30)
		n1 false (test_time = 2.09301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000582933)
	variant  4073/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 29)
		n1 false (test_time = 2.11723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000578165)
	variant  4074/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 28)
		n1 false (test_time = 2.17083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000546932)
	variant  4075/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 27)
		n1 false (test_time = 2.14749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000622034)
	variant  4076/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 26)
		n1 false (test_time = 181.749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000506878)
	variant  4077/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 25)
		n1 false (test_time = 2.131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000484943)
	variant  4078/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 24)
		n1 false (test_time = 2.08536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00049901)
	variant  4079/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 23)
		n1 false (test_time = 2.11447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000483036)
	variant  4080/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 22)
		n1 false (test_time = 2.2562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000562906)
	variant  4081/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 21)
		n1 false (test_time = 2.20578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000406981)
	variant  4082/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 20)
		n1 false (test_time = 2.12434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365973)
	variant  4083/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 19)
		n1 false (test_time = 2.13034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344038)
	variant  4084/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 18)
		n1 false (test_time = 2.10177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00045681)
	variant  4085/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 17)
		n1 false (test_time = 2.16613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030303)
	variant  4086/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 16)
		n1 false (test_time = 2.09486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000296831)
	variant  4087/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 15)
		n1 false (test_time = 2.14167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334978)
	variant  4088/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 14)
		n1 false (test_time = 2.0517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272989)
	variant  4089/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 13)
		n1 false (test_time = 2.12702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000242949)
	variant  4090/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 12)
		n1 false (test_time = 2.18468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200987)
	variant  4091/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 11)
		n1 false (test_time = 2.13817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000203133)
	variant  4092/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 10)
		n1 false (test_time = 2.14036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000189066)
	variant  4093/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 9)
		n1 false (test_time = 2.16481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151157)
	variant  4094/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 8)
		n1 false (test_time = 2.07369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151157)
	variant  4095/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 7)
		n1 false (test_time = 2.05439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011301)
	variant  4096/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 6)
		n1 false (test_time = 2.08899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.89437e-05)
	variant  4097/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 5)
		n1 false (test_time = 2.18997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.00951e-05)
	variant  4098/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 4)
		n1 false (test_time = 2.1093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.19753e-05)
	variant  4099/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 3)
		n1 false (test_time = 2.10936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  4100/26032 = ?(1,a(880,838)) ?(2,a(880,837)) ?(3,a(880,836)) ?(4,a(880,833)) ?(5,a(880,831)) ?(6,a(880,823)) ?(7,a(880,822)) ?(8,a(880,821)) ?(9,a(880,820)) ?(10,a(880,819)) ?(11,a(880,818)) ?(12,a(880,816)) ?(13,a(880,815)) ?(14,a(880,814)) ?(15,a(880,811)) ?(16,a(880,805)) ?(17,a(880,803)) ?(18,a(880,802)) ?(19,a(880,801)) ?(20,a(880,799)) ?(21,a(880,798)) ?(22,a(880,790)) ?(23,a(880,789)) ?(24,a(880,788)) ?(25,a(880,787)) ?(26,a(880,786)) ?(27,a(880,785)) ?(28,a(880,784)) ?(29,a(880,781)) ?(30,a(880,780)) ?(31,a(880,779)) ?(32,a(880,778)) ?(33,a(880,777)) ?(34,a(880,776)) ?(35,a(880,775)) ?(36,a(880,759)) ?(37,a(880,758)) ?(38,a(880,757)) ?(39,a(880,756)) ?(40,a(880,755)) ?(41,a(880,754)) ?(42,a(880,753)) ?(43,a(880,752)) ?(44,a(880,751)) ?(45,a(880,738)) ?(46,a(880,737)) ?(47,a(880,736)) ?(48,a(880,734)) ?(49,a(880,732)) ?(50,a(880,730))  (21 tests, cond 2)
		n1 false (test_time = 2.14339)
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 = 0.646292)
search: ww_adaptive: found best (time_taken = 0.00123501)
	variant  4101/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 1)
		n1 false (test_time = 2.59888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127101)
	variant  4102/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 50)
		n1 false (test_time = 2.09017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116086)
	variant  4103/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 49)
		n1 false (test_time = 2.03043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116205)
	variant  4104/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 48)
		n1 false (test_time = 2.08604)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118017)
	variant  4105/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 47)
		n1 false (test_time = 2.04705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116491)
	variant  4106/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 46)
		n1 false (test_time = 2.1015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111604)
	variant  4107/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 45)
		n1 false (test_time = 2.13361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155401)
	variant  4108/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 44)
		n1 false (test_time = 2.05244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00488305)
	variant  4109/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 43)
		n1 false (test_time = 2.04581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00295591)
	variant  4110/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 42)
		n1 false (test_time = 2.0695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00281596)
	variant  4111/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 41)
		n1 false (test_time = 2.06566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236201)
	variant  4112/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 40)
		n1 false (test_time = 2.01511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233603)
	variant  4113/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 39)
		n1 false (test_time = 2.07453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215697)
	variant  4114/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 38)
		n1 false (test_time = 2.07669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199199)
	variant  4115/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 37)
		n1 false (test_time = 2.05744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107908)
	variant  4116/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 36)
		n1 false (test_time = 2.05294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000715017)
	variant  4117/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 35)
		n1 false (test_time = 2.09273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000710011)
	variant  4118/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 34)
		n1 false (test_time = 2.07477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000650167)
	variant  4119/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 33)
		n1 false (test_time = 2.02912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000838995)
	variant  4120/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 32)
		n1 false (test_time = 2.06942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000642061)
	variant  4121/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 31)
		n1 false (test_time = 2.05141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000603914)
	variant  4122/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 30)
		n1 false (test_time = 2.05707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000598192)
	variant  4123/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 29)
		n1 false (test_time = 2.13128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000546932)
	variant  4124/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 28)
		n1 false (test_time = 2.02418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000540972)
	variant  4125/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 27)
		n1 false (test_time = 2.04541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000600815)
	variant  4126/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 26)
		n1 false (test_time = 2.03698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000491858)
	variant  4127/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 25)
		n1 false (test_time = 2.01586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000485182)
	variant  4128/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 24)
		n1 false (test_time = 2.02511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000453949)
	variant  4129/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 23)
		n1 false (test_time = 2.12666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000447989)
	variant  4130/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 22)
		n1 false (test_time = 2.2278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00041008)
	variant  4131/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 21)
		n1 false (test_time = 2.2378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0003829)
	variant  4132/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 20)
		n1 false (test_time = 2.21297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000374079)
	variant  4133/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 19)
		n1 false (test_time = 2.18791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000355959)
	variant  4134/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 18)
		n1 false (test_time = 2.24876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334024)
	variant  4135/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 17)
		n1 false (test_time = 181.783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000356913)
	variant  4136/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 16)
		n1 false (test_time = 2.04837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000286102)
	variant  4137/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 15)
		n1 false (test_time = 2.06739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000279188)
	variant  4138/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 14)
		n1 false (test_time = 2.15697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267982)
	variant  4139/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 13)
		n1 false (test_time = 2.03917)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00022912)
	variant  4140/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 12)
		n1 false (test_time = 2.17106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000216007)
	variant  4141/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 11)
		n1 false (test_time = 2.08244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000205994)
	variant  4142/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 10)
		n1 false (test_time = 2.06785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200987)
	variant  4143/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 9)
		n1 false (test_time = 2.08969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000152111)
	variant  4144/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 8)
		n1 false (test_time = 2.05306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000134945)
	variant  4145/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 7)
		n1 false (test_time = 2.04869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123024)
	variant  4146/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 6)
		n1 false (test_time = 2.03615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.20296e-05)
	variant  4147/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 5)
		n1 false (test_time = 2.12362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  4148/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 4)
		n1 false (test_time = 2.12819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.88758e-05)
	variant  4149/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 3)
		n1 false (test_time = 2.0156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  4150/26032 = ?(1,a(880,729)) ?(2,a(880,728)) ?(3,a(880,727)) ?(4,a(880,726)) ?(5,a(880,725)) ?(6,a(880,724)) ?(7,a(880,723)) ?(8,a(880,715)) ?(9,a(880,713)) ?(10,a(880,711)) ?(11,a(880,710)) ?(12,a(880,709)) ?(13,a(880,708)) ?(14,a(880,707)) ?(15,a(880,705)) ?(16,a(880,704)) ?(17,a(880,703)) ?(18,a(880,701)) ?(19,a(880,700)) ?(20,a(880,699)) ?(21,a(880,698)) ?(22,a(880,697)) ?(23,a(880,695)) ?(24,a(880,693)) ?(25,a(880,692)) ?(26,a(880,690)) ?(27,a(880,679)) ?(28,a(880,678)) ?(29,a(880,675)) ?(30,a(880,674)) ?(31,a(880,673)) ?(32,a(880,672)) ?(33,a(880,671)) ?(34,a(880,670)) ?(35,a(880,667)) ?(36,a(880,666)) ?(37,a(880,665)) ?(38,a(880,662)) ?(39,a(880,661)) ?(40,a(880,659)) ?(41,a(880,657)) ?(42,a(880,656)) ?(43,a(880,654)) ?(44,a(880,651)) ?(45,a(880,648)) ?(46,a(880,647)) ?(47,a(880,646)) ?(48,a(880,645)) ?(49,a(880,644)) ?(50,a(880,643))  (21 tests, cond 2)
		n1 false (test_time = 2.13256)
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 = 0.713837)
search: ww_adaptive: found best (time_taken = 0.00167203)
	variant  4151/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 1)
		n1 false (test_time = 2.90077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0204561)
	variant  4152/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 50)
		n1 false (test_time = 2.18625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00249887)
	variant  4153/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 49)
		n1 false (test_time = 2.19421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00240707)
	variant  4154/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 48)
		n1 false (test_time = 2.17628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00232387)
	variant  4155/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 47)
		n1 false (test_time = 2.18056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206017)
	variant  4156/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 46)
		n1 false (test_time = 2.15911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122714)
	variant  4157/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 45)
		n1 false (test_time = 2.23765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137997)
	variant  4158/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 44)
		n1 false (test_time = 2.13848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166488)
	variant  4159/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 43)
		n1 false (test_time = 2.29242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181389)
	variant  4160/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 42)
		n1 false (test_time = 2.15835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132012)
	variant  4161/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 41)
		n1 false (test_time = 2.26356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192404)
	variant  4162/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 40)
		n1 false (test_time = 2.13055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139809)
	variant  4163/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 39)
		n1 false (test_time = 181.785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154018)
	variant  4164/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 38)
		n1 false (test_time = 2.13519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120306)
	variant  4165/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 37)
		n1 false (test_time = 2.13827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000756025)
	variant  4166/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 36)
		n1 false (test_time = 2.14559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000705957)
	variant  4167/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 35)
		n1 false (test_time = 2.15105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000808001)
	variant  4168/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 34)
		n1 false (test_time = 2.08307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000664949)
	variant  4169/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 33)
		n1 false (test_time = 2.20093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000669003)
	variant  4170/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 32)
		n1 false (test_time = 2.20807)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000833988)
	variant  4171/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 31)
		n1 false (test_time = 2.18148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000834942)
	variant  4172/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 30)
		n1 false (test_time = 2.13311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00056386)
	variant  4173/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 29)
		n1 false (test_time = 2.20785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000555992)
	variant  4174/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 28)
		n1 false (test_time = 2.12488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000530005)
	variant  4175/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 27)
		n1 false (test_time = 2.11286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000504971)
	variant  4176/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 26)
		n1 false (test_time = 2.1323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00047493)
	variant  4177/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 25)
		n1 false (test_time = 2.12285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458956)
	variant  4178/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 24)
		n1 false (test_time = 2.16477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000468016)
	variant  4179/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 23)
		n1 false (test_time = 2.16037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000437975)
	variant  4180/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 22)
		n1 false (test_time = 2.18072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000419855)
	variant  4181/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 21)
		n1 false (test_time = 2.08013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000379086)
	variant  4182/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 20)
		n1 false (test_time = 2.14229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000359774)
	variant  4183/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 19)
		n1 false (test_time = 2.12692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000351191)
	variant  4184/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 18)
		n1 false (test_time = 2.15269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000320911)
	variant  4185/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 17)
		n1 false (test_time = 2.10367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000304937)
	variant  4186/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 16)
		n1 false (test_time = 2.10337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000283003)
	variant  4187/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 15)
		n1 false (test_time = 2.14033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000285149)
	variant  4188/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 14)
		n1 false (test_time = 2.21879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000268936)
	variant  4189/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 13)
		n1 false (test_time = 2.17643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000237942)
	variant  4190/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 12)
		n1 false (test_time = 2.15524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211)
	variant  4191/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 11)
		n1 false (test_time = 2.10487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  4192/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 10)
		n1 false (test_time = 2.08483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018692)
	variant  4193/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 9)
		n1 false (test_time = 2.10261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144005)
	variant  4194/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 8)
		n1 false (test_time = 2.07884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000127792)
	variant  4195/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 7)
		n1 false (test_time = 2.06263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000102997)
	variant  4196/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 6)
		n1 false (test_time = 2.12463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.799e-05)
	variant  4197/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 5)
		n1 false (test_time = 2.13367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.98566e-05)
	variant  4198/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 4)
		n1 false (test_time = 2.24213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  4199/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 3)
		n1 false (test_time = 2.13481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  4200/26032 = ?(1,a(880,642)) ?(2,a(880,641)) ?(3,a(880,619)) ?(4,a(880,618)) ?(5,a(880,598)) ?(6,a(880,597)) ?(7,a(880,587)) ?(8,a(880,584)) ?(9,a(880,515)) ?(10,a(879,882)) ?(11,a(879,881)) ?(12,a(879,874)) ?(13,a(879,873)) ?(14,a(879,872)) ?(15,a(879,869)) ?(16,a(879,867)) ?(17,a(879,865)) ?(18,a(879,852)) ?(19,a(879,845)) ?(20,a(879,841)) ?(21,a(879,838)) ?(22,a(879,837)) ?(23,a(879,836)) ?(24,a(879,833)) ?(25,a(879,823)) ?(26,a(879,822)) ?(27,a(879,821)) ?(28,a(879,820)) ?(29,a(879,818)) ?(30,a(879,816)) ?(31,a(879,811)) ?(32,a(879,805)) ?(33,a(879,803)) ?(34,a(879,802)) ?(35,a(879,799)) ?(36,a(879,798)) ?(37,a(879,789)) ?(38,a(879,788)) ?(39,a(879,786)) ?(40,a(879,785)) ?(41,a(879,784)) ?(42,a(879,780)) ?(43,a(879,779)) ?(44,a(879,777)) ?(45,a(879,775)) ?(46,a(879,758)) ?(47,a(879,757)) ?(48,a(879,755)) ?(49,a(879,754)) ?(50,a(879,753))  (21 tests, cond 2)
		n1 false (test_time = 2.18936)
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 = 0.611635)
search: ww_adaptive: found best (time_taken = 0.00129199)
	variant  4201/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 1)
		n1 false (test_time = 2.73536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242901)
	variant  4202/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 50)
		n1 false (test_time = 2.08084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00264716)
	variant  4203/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 49)
		n1 false (test_time = 2.07753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132513)
	variant  4204/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 48)
		n1 false (test_time = 2.10338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126696)
	variant  4205/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 47)
		n1 false (test_time = 2.10542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118303)
	variant  4206/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 46)
		n1 false (test_time = 2.09528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188303)
	variant  4207/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 45)
		n1 false (test_time = 2.10677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182009)
	variant  4208/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 44)
		n1 false (test_time = 2.15769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174594)
	variant  4209/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 43)
		n1 false (test_time = 2.09667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208282)
	variant  4210/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 42)
		n1 false (test_time = 2.12692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141287)
	variant  4211/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 41)
		n1 false (test_time = 2.08379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165987)
	variant  4212/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 40)
		n1 false (test_time = 2.09472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143909)
	variant  4213/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 39)
		n1 false (test_time = 2.15058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167513)
	variant  4214/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 38)
		n1 false (test_time = 2.17)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00184512)
	variant  4215/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 37)
		n1 false (test_time = 2.22902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000710011)
	variant  4216/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 36)
		n1 false (test_time = 2.09188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000699997)
	variant  4217/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 35)
		n1 false (test_time = 2.12597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000702143)
	variant  4218/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 34)
		n1 false (test_time = 2.11071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000680208)
	variant  4219/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 33)
		n1 false (test_time = 2.13384)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000658035)
	variant  4220/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 32)
		n1 false (test_time = 2.18386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000623941)
	variant  4221/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 31)
		n1 false (test_time = 2.13322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000623941)
	variant  4222/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 30)
		n1 false (test_time = 2.13288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000597)
	variant  4223/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 29)
		n1 false (test_time = 2.16303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000533819)
	variant  4224/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 28)
		n1 false (test_time = 2.11867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000558853)
	variant  4225/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 27)
		n1 false (test_time = 2.14994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000540018)
	variant  4226/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 26)
		n1 false (test_time = 2.13701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00051403)
	variant  4227/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 25)
		n1 false (test_time = 2.18925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000473976)
	variant  4228/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 24)
		n1 false (test_time = 2.17317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000455856)
	variant  4229/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 23)
		n1 false (test_time = 2.06891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000444889)
	variant  4230/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 22)
		n1 false (test_time = 2.18779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000418901)
	variant  4231/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 21)
		n1 false (test_time = 2.193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000558138)
	variant  4232/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 20)
		n1 false (test_time = 2.13073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000364065)
	variant  4233/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 19)
		n1 false (test_time = 2.16581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344992)
	variant  4234/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 18)
		n1 false (test_time = 2.17299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000339031)
	variant  4235/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 17)
		n1 false (test_time = 2.10599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00031209)
	variant  4236/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 16)
		n1 false (test_time = 2.1569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000305891)
	variant  4237/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 15)
		n1 false (test_time = 2.15276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00027895)
	variant  4238/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 14)
		n1 false (test_time = 2.22078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267029)
	variant  4239/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 13)
		n1 false (test_time = 181.778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000236988)
	variant  4240/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 12)
		n1 false (test_time = 2.15982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00023222)
	variant  4241/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 11)
		n1 false (test_time = 2.1683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00022006)
	variant  4242/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 10)
		n1 false (test_time = 2.13882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000192165)
	variant  4243/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 9)
		n1 false (test_time = 2.10146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  4244/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 8)
		n1 false (test_time = 2.13787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant  4245/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 7)
		n1 false (test_time = 2.12668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123024)
	variant  4246/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 6)
		n1 false (test_time = 2.07715)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.10759e-05)
	variant  4247/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 5)
		n1 false (test_time = 2.11092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  4248/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 4)
		n1 false (test_time = 2.11601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  4249/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 3)
		n1 false (test_time = 2.13823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  4250/26032 = ?(1,a(879,752)) ?(2,a(879,751)) ?(3,a(879,738)) ?(4,a(879,737)) ?(5,a(879,729)) ?(6,a(879,728)) ?(7,a(879,725)) ?(8,a(879,724)) ?(9,a(879,711)) ?(10,a(879,708)) ?(11,a(879,705)) ?(12,a(879,704)) ?(13,a(879,703)) ?(14,a(879,701)) ?(15,a(879,700)) ?(16,a(879,699)) ?(17,a(879,692)) ?(18,a(879,679)) ?(19,a(879,678)) ?(20,a(879,674)) ?(21,a(879,672)) ?(22,a(879,671)) ?(23,a(879,667)) ?(24,a(879,662)) ?(25,a(879,659)) ?(26,a(879,656)) ?(27,a(879,648)) ?(28,a(879,647)) ?(29,a(879,646)) ?(30,a(879,645)) ?(31,a(879,642)) ?(32,a(879,641)) ?(33,a(879,619)) ?(34,a(879,618)) ?(35,a(879,598)) ?(36,a(879,515)) ?(37,a(878,882)) ?(38,a(878,881)) ?(39,a(878,880)) ?(40,a(878,877)) ?(41,a(878,876)) ?(42,a(878,874)) ?(43,a(878,873)) ?(44,a(878,872)) ?(45,a(878,871)) ?(46,a(878,870)) ?(47,a(878,869)) ?(48,a(878,867)) ?(49,a(878,865)) ?(50,a(878,854))  (21 tests, cond 2)
		n1 false (test_time = 2.13512)
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 = 0.605641)
search: ww_adaptive: found best (time_taken = 0.00108004)
	variant  4251/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 1)
		n1 false (test_time = 2.77464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229621)
	variant  4252/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 50)
		n1 false (test_time = 2.08543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234413)
	variant  4253/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 49)
		n1 false (test_time = 2.09741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001827)
	variant  4254/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 48)
		n1 false (test_time = 2.09519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174499)
	variant  4255/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 47)
		n1 false (test_time = 2.23538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117397)
	variant  4256/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 46)
		n1 false (test_time = 2.07041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188398)
	variant  4257/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 45)
		n1 false (test_time = 2.07928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207186)
	variant  4258/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 44)
		n1 false (test_time = 2.05548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212502)
	variant  4259/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 43)
		n1 false (test_time = 2.06063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001719)
	variant  4260/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 42)
		n1 false (test_time = 2.10526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166011)
	variant  4261/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 41)
		n1 false (test_time = 2.08256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221801)
	variant  4262/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 40)
		n1 false (test_time = 2.12081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229692)
	variant  4263/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 39)
		n1 false (test_time = 2.11556)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171399)
	variant  4264/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 38)
		n1 false (test_time = 2.09752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163984)
	variant  4265/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 37)
		n1 false (test_time = 2.1203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000744104)
	variant  4266/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 36)
		n1 false (test_time = 2.08059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000668049)
	variant  4267/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 35)
		n1 false (test_time = 2.11807)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000699997)
	variant  4268/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 34)
		n1 false (test_time = 2.1464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000659943)
	variant  4269/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 33)
		n1 false (test_time = 2.21225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000645876)
	variant  4270/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 32)
		n1 false (test_time = 2.13842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000636101)
	variant  4271/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 31)
		n1 false (test_time = 2.131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000580072)
	variant  4272/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 30)
		n1 false (test_time = 2.06788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000603914)
	variant  4273/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 29)
		n1 false (test_time = 2.06595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00058794)
	variant  4274/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 28)
		n1 false (test_time = 2.11136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000567913)
	variant  4275/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 27)
		n1 false (test_time = 2.09263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000515938)
	variant  4276/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 26)
		n1 false (test_time = 2.1334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00048089)
	variant  4277/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 25)
		n1 false (test_time = 2.11307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000480175)
	variant  4278/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 24)
		n1 false (test_time = 2.12789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000469923)
	variant  4279/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 23)
		n1 false (test_time = 2.08589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000429153)
	variant  4280/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 22)
		n1 false (test_time = 2.19581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000449896)
	variant  4281/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 21)
		n1 false (test_time = 2.08974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000408888)
	variant  4282/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 20)
		n1 false (test_time = 2.11842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000383854)
	variant  4283/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 19)
		n1 false (test_time = 2.12685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000366926)
	variant  4284/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 18)
		n1 false (test_time = 2.06703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000353098)
	variant  4285/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 17)
		n1 false (test_time = 2.12137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319004)
	variant  4286/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 16)
		n1 false (test_time = 2.09794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000284195)
	variant  4287/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 15)
		n1 false (test_time = 2.19336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257969)
	variant  4288/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 14)
		n1 false (test_time = 2.09473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000236988)
	variant  4289/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 13)
		n1 false (test_time = 2.09864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000227213)
	variant  4290/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 12)
		n1 false (test_time = 2.08349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211)
	variant  4291/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 11)
		n1 false (test_time = 2.06551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  4292/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 10)
		n1 false (test_time = 2.06901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000196934)
	variant  4293/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 9)
		n1 false (test_time = 2.09174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000152826)
	variant  4294/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 8)
		n1 false (test_time = 2.06339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150919)
	variant  4295/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 7)
		n1 false (test_time = 2.09664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000120878)
	variant  4296/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 6)
		n1 false (test_time = 2.14739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.41753e-05)
	variant  4297/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 5)
		n1 false (test_time = 2.14012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.01086e-05)
	variant  4298/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 4)
		n1 false (test_time = 2.08308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.19888e-05)
	variant  4299/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 3)
		n1 false (test_time = 2.18341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  4300/26032 = ?(1,a(878,853)) ?(2,a(878,852)) ?(3,a(878,845)) ?(4,a(878,841)) ?(5,a(878,839)) ?(6,a(878,838)) ?(7,a(878,837)) ?(8,a(878,836)) ?(9,a(878,833)) ?(10,a(878,831)) ?(11,a(878,823)) ?(12,a(878,822)) ?(13,a(878,821)) ?(14,a(878,820)) ?(15,a(878,819)) ?(16,a(878,818)) ?(17,a(878,816)) ?(18,a(878,815)) ?(19,a(878,814)) ?(20,a(878,811)) ?(21,a(878,805)) ?(22,a(878,803)) ?(23,a(878,802)) ?(24,a(878,801)) ?(25,a(878,799)) ?(26,a(878,798)) ?(27,a(878,790)) ?(28,a(878,789)) ?(29,a(878,788)) ?(30,a(878,787)) ?(31,a(878,786)) ?(32,a(878,785)) ?(33,a(878,784)) ?(34,a(878,781)) ?(35,a(878,780)) ?(36,a(878,779)) ?(37,a(878,778)) ?(38,a(878,777)) ?(39,a(878,776)) ?(40,a(878,775)) ?(41,a(878,759)) ?(42,a(878,758)) ?(43,a(878,757)) ?(44,a(878,756)) ?(45,a(878,755)) ?(46,a(878,754)) ?(47,a(878,753)) ?(48,a(878,752)) ?(49,a(878,751)) ?(50,a(878,738))  (21 tests, cond 2)
		n1 false (test_time = 2.07673)
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 = 0.646357)
search: ww_adaptive: found best (time_taken = 0.00110006)
	variant  4301/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 1)
		n1 false (test_time = 2.67839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121498)
	variant  4302/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 50)
		n1 false (test_time = 2.02554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117707)
	variant  4303/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 49)
		n1 false (test_time = 2.01892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130582)
	variant  4304/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 48)
		n1 false (test_time = 2.01478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118184)
	variant  4305/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 47)
		n1 false (test_time = 1.99246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106907)
	variant  4306/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 46)
		n1 false (test_time = 1.99233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110006)
	variant  4307/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 45)
		n1 false (test_time = 1.99773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00288701)
	variant  4308/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 44)
		n1 false (test_time = 1.98846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274587)
	variant  4309/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 43)
		n1 false (test_time = 1.98856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241303)
	variant  4310/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 42)
		n1 false (test_time = 1.97842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228715)
	variant  4311/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 41)
		n1 false (test_time = 1.97819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220108)
	variant  4312/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 40)
		n1 false (test_time = 1.92498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001405)
	variant  4313/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 39)
		n1 false (test_time = 2.02916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106692)
	variant  4314/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 38)
		n1 false (test_time = 2.01955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000735044)
	variant  4315/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 37)
		n1 false (test_time = 1.9924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000720978)
	variant  4316/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 36)
		n1 false (test_time = 2.02381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000715971)
	variant  4317/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 35)
		n1 false (test_time = 1.96828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000756979)
	variant  4318/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 34)
		n1 false (test_time = 2.00674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000669956)
	variant  4319/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 33)
		n1 false (test_time = 2.04736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000648022)
	variant  4320/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 32)
		n1 false (test_time = 2.08286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000619888)
	variant  4321/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 31)
		n1 false (test_time = 2.00138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000612974)
	variant  4322/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 30)
		n1 false (test_time = 1.96861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0006001)
	variant  4323/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 29)
		n1 false (test_time = 2.03494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000564098)
	variant  4324/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 28)
		n1 false (test_time = 2.12474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000548124)
	variant  4325/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 27)
		n1 false (test_time = 2.05957)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000513792)
	variant  4326/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 26)
		n1 false (test_time = 2.01156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000515938)
	variant  4327/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 25)
		n1 false (test_time = 2.07255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000479937)
	variant  4328/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 24)
		n1 false (test_time = 2.0079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458956)
	variant  4329/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 23)
		n1 false (test_time = 1.99926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000449896)
	variant  4330/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 22)
		n1 false (test_time = 2.0805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000440121)
	variant  4331/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 21)
		n1 false (test_time = 2.02554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000401974)
	variant  4332/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 20)
		n1 false (test_time = 2.12889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386953)
	variant  4333/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 19)
		n1 false (test_time = 2.0656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0003829)
	variant  4334/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 18)
		n1 false (test_time = 2.07593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000415087)
	variant  4335/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 17)
		n1 false (test_time = 2.039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000311852)
	variant  4336/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 16)
		n1 false (test_time = 2.04248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000300169)
	variant  4337/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 15)
		n1 false (test_time = 2.02065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000283003)
	variant  4338/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 14)
		n1 false (test_time = 2.04151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000242949)
	variant  4339/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 13)
		n1 false (test_time = 2.0309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000279188)
	variant  4340/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 12)
		n1 false (test_time = 2.0617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000216007)
	variant  4341/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 11)
		n1 false (test_time = 1.98208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000198841)
	variant  4342/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 10)
		n1 false (test_time = 2.02269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000171185)
	variant  4343/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 9)
		n1 false (test_time = 2.01771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187874)
	variant  4344/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 8)
		n1 false (test_time = 2.00185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000129938)
	variant  4345/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 7)
		n1 false (test_time = 2.04389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000105858)
	variant  4346/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 6)
		n1 false (test_time = 1.98833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.67844e-05)
	variant  4347/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 5)
		n1 false (test_time = 2.0667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.08103e-05)
	variant  4348/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 4)
		n1 false (test_time = 2.01401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.31538e-05)
	variant  4349/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 3)
		n1 false (test_time = 2.01918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  4350/26032 = ?(1,a(878,737)) ?(2,a(878,736)) ?(3,a(878,734)) ?(4,a(878,732)) ?(5,a(878,730)) ?(6,a(878,729)) ?(7,a(878,728)) ?(8,a(878,727)) ?(9,a(878,726)) ?(10,a(878,725)) ?(11,a(878,724)) ?(12,a(878,723)) ?(13,a(878,715)) ?(14,a(878,713)) ?(15,a(878,711)) ?(16,a(878,710)) ?(17,a(878,709)) ?(18,a(878,708)) ?(19,a(878,707)) ?(20,a(878,705)) ?(21,a(878,704)) ?(22,a(878,703)) ?(23,a(878,701)) ?(24,a(878,700)) ?(25,a(878,699)) ?(26,a(878,698)) ?(27,a(878,697)) ?(28,a(878,695)) ?(29,a(878,693)) ?(30,a(878,692)) ?(31,a(878,690)) ?(32,a(878,679)) ?(33,a(878,678)) ?(34,a(878,675)) ?(35,a(878,674)) ?(36,a(878,673)) ?(37,a(878,672)) ?(38,a(878,671)) ?(39,a(878,670)) ?(40,a(878,667)) ?(41,a(878,666)) ?(42,a(878,665)) ?(43,a(878,662)) ?(44,a(878,661)) ?(45,a(878,659)) ?(46,a(878,657)) ?(47,a(878,656)) ?(48,a(878,654)) ?(49,a(878,651)) ?(50,a(878,648))  (21 tests, cond 2)
		n1 false (test_time = 2.03189)
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 = 0.596886)
search: ww_adaptive: found best (time_taken = 0.00183487)
	variant  4351/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 1)
		n1 false (test_time = 2.84201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163388)
	variant  4352/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 50)
		n1 false (test_time = 2.08623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128603)
	variant  4353/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 49)
		n1 false (test_time = 2.04683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125098)
	variant  4354/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 48)
		n1 false (test_time = 2.08784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113893)
	variant  4355/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 47)
		n1 false (test_time = 2.06021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105786)
	variant  4356/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 46)
		n1 false (test_time = 2.09943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109005)
	variant  4357/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 45)
		n1 false (test_time = 2.10853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106907)
	variant  4358/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 44)
		n1 false (test_time = 2.10214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103211)
	variant  4359/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 43)
		n1 false (test_time = 2.10472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00099206)
	variant  4360/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 42)
		n1 false (test_time = 2.14313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100112)
	variant  4361/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 41)
		n1 false (test_time = 2.04215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000971079)
	variant  4362/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 40)
		n1 false (test_time = 2.15995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192595)
	variant  4363/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 39)
		n1 false (test_time = 2.12045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245619)
	variant  4364/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 38)
		n1 false (test_time = 2.14903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0007689)
	variant  4365/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 37)
		n1 false (test_time = 2.10407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000738144)
	variant  4366/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 36)
		n1 false (test_time = 2.0913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000933886)
	variant  4367/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 35)
		n1 false (test_time = 2.1416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000859976)
	variant  4368/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 34)
		n1 false (test_time = 2.10656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00068593)
	variant  4369/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 33)
		n1 false (test_time = 2.07147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000626802)
	variant  4370/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 32)
		n1 false (test_time = 2.10638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627995)
	variant  4371/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 31)
		n1 false (test_time = 2.16356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000616074)
	variant  4372/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 30)
		n1 false (test_time = 2.09467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000598192)
	variant  4373/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 29)
		n1 false (test_time = 2.0644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627995)
	variant  4374/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 28)
		n1 false (test_time = 2.10906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000536919)
	variant  4375/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 27)
		n1 false (test_time = 2.03322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000508785)
	variant  4376/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 26)
		n1 false (test_time = 2.17221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000524998)
	variant  4377/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 25)
		n1 false (test_time = 2.09352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000468016)
	variant  4378/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 24)
		n1 false (test_time = 2.24995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000469923)
	variant  4379/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 23)
		n1 false (test_time = 2.21281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000442028)
	variant  4380/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 22)
		n1 false (test_time = 2.11821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000391006)
	variant  4381/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 21)
		n1 false (test_time = 2.1112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00041008)
	variant  4382/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 20)
		n1 false (test_time = 2.11166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00037694)
	variant  4383/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 19)
		n1 false (test_time = 2.1066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000349998)
	variant  4384/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 18)
		n1 false (test_time = 2.08196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344038)
	variant  4385/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 17)
		n1 false (test_time = 2.15846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00031805)
	variant  4386/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 16)
		n1 false (test_time = 2.08631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000300169)
	variant  4387/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 15)
		n1 false (test_time = 2.06297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272036)
	variant  4388/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 14)
		n1 false (test_time = 2.10443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000242949)
	variant  4389/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 13)
		n1 false (test_time = 2.07655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000237942)
	variant  4390/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 12)
		n1 false (test_time = 2.09663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000219107)
	variant  4391/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 11)
		n1 false (test_time = 2.04903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  4392/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 10)
		n1 false (test_time = 2.1537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187159)
	variant  4393/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 9)
		n1 false (test_time = 2.09509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151873)
	variant  4394/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 8)
		n1 false (test_time = 2.08459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123978)
	variant  4395/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 7)
		n1 false (test_time = 2.07766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000113964)
	variant  4396/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 6)
		n1 false (test_time = 2.10977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.10759e-05)
	variant  4397/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 5)
		n1 false (test_time = 2.08312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.60691e-05)
	variant  4398/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 4)
		n1 false (test_time = 2.10024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.38962e-05)
	variant  4399/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 3)
		n1 false (test_time = 2.15957)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.28746e-05)
	variant  4400/26032 = ?(1,a(878,647)) ?(2,a(878,646)) ?(3,a(878,645)) ?(4,a(878,644)) ?(5,a(878,643)) ?(6,a(878,642)) ?(7,a(878,641)) ?(8,a(878,619)) ?(9,a(878,618)) ?(10,a(878,598)) ?(11,a(878,597)) ?(12,a(878,587)) ?(13,a(878,584)) ?(14,a(878,515)) ?(15,a(877,882)) ?(16,a(877,881)) ?(17,a(877,880)) ?(18,a(877,874)) ?(19,a(877,872)) ?(20,a(877,867)) ?(21,a(877,865)) ?(22,a(877,852)) ?(23,a(877,845)) ?(24,a(877,838)) ?(25,a(877,837)) ?(26,a(877,833)) ?(27,a(877,823)) ?(28,a(877,822)) ?(29,a(877,821)) ?(30,a(877,820)) ?(31,a(877,818)) ?(32,a(877,816)) ?(33,a(877,814)) ?(34,a(877,811)) ?(35,a(877,805)) ?(36,a(877,803)) ?(37,a(877,802)) ?(38,a(877,799)) ?(39,a(877,798)) ?(40,a(877,789)) ?(41,a(877,788)) ?(42,a(877,786)) ?(43,a(877,784)) ?(44,a(877,780)) ?(45,a(877,779)) ?(46,a(877,777)) ?(47,a(877,775)) ?(48,a(877,758)) ?(49,a(877,757)) ?(50,a(877,755))  (21 tests, cond 2)
		n1 false (test_time = 2.05734)
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 = 0.593568)
search: ww_adaptive: found best (time_taken = 0.000998974)
	variant  4401/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 1)
		n1 false (test_time = 2.74246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158715)
	variant  4402/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 50)
		n1 false (test_time = 2.05614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181484)
	variant  4403/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 49)
		n1 false (test_time = 2.03455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121212)
	variant  4404/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 48)
		n1 false (test_time = 2.06614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116014)
	variant  4405/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 47)
		n1 false (test_time = 2.08927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117898)
	variant  4406/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 46)
		n1 false (test_time = 2.14128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010879)
	variant  4407/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 45)
		n1 false (test_time = 2.00276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125313)
	variant  4408/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 44)
		n1 false (test_time = 2.03081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108814)
	variant  4409/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 43)
		n1 false (test_time = 2.075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113606)
	variant  4410/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 42)
		n1 false (test_time = 2.11705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117898)
	variant  4411/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 41)
		n1 false (test_time = 2.12477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124097)
	variant  4412/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 40)
		n1 false (test_time = 2.07076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122809)
	variant  4413/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 39)
		n1 false (test_time = 2.11632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000763178)
	variant  4414/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 38)
		n1 false (test_time = 2.06899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000748158)
	variant  4415/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 37)
		n1 false (test_time = 2.03173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000740051)
	variant  4416/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 36)
		n1 false (test_time = 2.03349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000708818)
	variant  4417/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 35)
		n1 false (test_time = 2.03115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000671864)
	variant  4418/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 34)
		n1 false (test_time = 2.14553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000669956)
	variant  4419/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 33)
		n1 false (test_time = 2.16245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000667095)
	variant  4420/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 32)
		n1 false (test_time = 2.20629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627041)
	variant  4421/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 31)
		n1 false (test_time = 2.13158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000652075)
	variant  4422/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 30)
		n1 false (test_time = 2.23314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000649929)
	variant  4423/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 29)
		n1 false (test_time = 2.18859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000626087)
	variant  4424/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 28)
		n1 false (test_time = 2.1523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000539064)
	variant  4425/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 27)
		n1 false (test_time = 2.09666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000524998)
	variant  4426/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 26)
		n1 false (test_time = 2.12839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000510931)
	variant  4427/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 25)
		n1 false (test_time = 2.11831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000473976)
	variant  4428/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 24)
		n1 false (test_time = 2.06275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00043416)
	variant  4429/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 23)
		n1 false (test_time = 2.05963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000439882)
	variant  4430/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 22)
		n1 false (test_time = 2.15637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000419855)
	variant  4431/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 21)
		n1 false (test_time = 2.06571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000525951)
	variant  4432/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 20)
		n1 false (test_time = 2.07134)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000363111)
	variant  4433/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 19)
		n1 false (test_time = 2.18685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000392199)
	variant  4434/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 18)
		n1 false (test_time = 2.10685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334978)
	variant  4435/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 17)
		n1 false (test_time = 2.12109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000313997)
	variant  4436/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 16)
		n1 false (test_time = 2.07951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00029707)
	variant  4437/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 15)
		n1 false (test_time = 2.07434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000271082)
	variant  4438/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 14)
		n1 false (test_time = 2.07127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000282049)
	variant  4439/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 13)
		n1 false (test_time = 2.06791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant  4440/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 12)
		n1 false (test_time = 2.09557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221968)
	variant  4441/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 11)
		n1 false (test_time = 2.0276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  4442/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 10)
		n1 false (test_time = 2.06416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000195026)
	variant  4443/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 9)
		n1 false (test_time = 2.0609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000155926)
	variant  4444/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 8)
		n1 false (test_time = 2.05272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00014782)
	variant  4445/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 7)
		n1 false (test_time = 2.07595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000126123)
	variant  4446/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 6)
		n1 false (test_time = 2.08015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.91685e-05)
	variant  4447/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 5)
		n1 false (test_time = 2.08532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.79629e-05)
	variant  4448/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 4)
		n1 false (test_time = 2.04051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  4449/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 3)
		n1 false (test_time = 2.10652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.21593e-05)
	variant  4450/26032 = ?(1,a(877,754)) ?(2,a(877,753)) ?(3,a(877,752)) ?(4,a(877,751)) ?(5,a(877,738)) ?(6,a(877,737)) ?(7,a(877,729)) ?(8,a(877,728)) ?(9,a(877,724)) ?(10,a(877,711)) ?(11,a(877,708)) ?(12,a(877,705)) ?(13,a(877,703)) ?(14,a(877,701)) ?(15,a(877,700)) ?(16,a(877,699)) ?(17,a(877,692)) ?(18,a(877,679)) ?(19,a(877,678)) ?(20,a(877,674)) ?(21,a(877,672)) ?(22,a(877,671)) ?(23,a(877,667)) ?(24,a(877,662)) ?(25,a(877,648)) ?(26,a(877,647)) ?(27,a(877,646)) ?(28,a(877,645)) ?(29,a(877,642)) ?(30,a(877,598)) ?(31,a(877,515)) ?(32,a(876,882)) ?(33,a(876,881)) ?(34,a(876,874)) ?(35,a(876,873)) ?(36,a(876,872)) ?(37,a(876,869)) ?(38,a(876,867)) ?(39,a(876,865)) ?(40,a(876,852)) ?(41,a(876,845)) ?(42,a(876,841)) ?(43,a(876,838)) ?(44,a(876,837)) ?(45,a(876,836)) ?(46,a(876,833)) ?(47,a(876,823)) ?(48,a(876,822)) ?(49,a(876,821)) ?(50,a(876,820))  (21 tests, cond 2)
		n1 false (test_time = 2.11986)
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 = 0.627451)
search: ww_adaptive: found best (time_taken = 0.00103211)
	variant  4451/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 1)
		n1 false (test_time = 2.83781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144315)
	variant  4452/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 50)
		n1 false (test_time = 2.07294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142694)
	variant  4453/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 49)
		n1 false (test_time = 2.03878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154781)
	variant  4454/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 48)
		n1 false (test_time = 2.0976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167489)
	variant  4455/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 47)
		n1 false (test_time = 2.09104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001827)
	variant  4456/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 46)
		n1 false (test_time = 2.07573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215006)
	variant  4457/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 45)
		n1 false (test_time = 2.04092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00175595)
	variant  4458/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 44)
		n1 false (test_time = 2.12112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142193)
	variant  4459/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 43)
		n1 false (test_time = 2.04235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222921)
	variant  4460/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 42)
		n1 false (test_time = 2.20124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213814)
	variant  4461/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 41)
		n1 false (test_time = 2.12382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234699)
	variant  4462/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 40)
		n1 false (test_time = 2.07783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00186992)
	variant  4463/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 39)
		n1 false (test_time = 2.08111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000738859)
	variant  4464/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 38)
		n1 false (test_time = 2.09396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000748873)
	variant  4465/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 37)
		n1 false (test_time = 2.09684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000711918)
	variant  4466/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 36)
		n1 false (test_time = 2.09304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000677824)
	variant  4467/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 35)
		n1 false (test_time = 2.0577)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000841141)
	variant  4468/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 34)
		n1 false (test_time = 2.02092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000640869)
	variant  4469/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 33)
		n1 false (test_time = 2.04318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000628948)
	variant  4470/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 32)
		n1 false (test_time = 2.10019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0006001)
	variant  4471/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 31)
		n1 false (test_time = 2.02442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000580072)
	variant  4472/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 30)
		n1 false (test_time = 2.03603)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000584126)
	variant  4473/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 29)
		n1 false (test_time = 2.06495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000557899)
	variant  4474/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 28)
		n1 false (test_time = 2.03796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000545025)
	variant  4475/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 27)
		n1 false (test_time = 2.06046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000544071)
	variant  4476/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 26)
		n1 false (test_time = 2.07128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488043)
	variant  4477/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 25)
		n1 false (test_time = 2.10703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000466108)
	variant  4478/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 24)
		n1 false (test_time = 2.04899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000450134)
	variant  4479/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 23)
		n1 false (test_time = 2.06004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000534058)
	variant  4480/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 22)
		n1 false (test_time = 2.07615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000399113)
	variant  4481/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 21)
		n1 false (test_time = 2.01202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000410795)
	variant  4482/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 20)
		n1 false (test_time = 2.06767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386)
	variant  4483/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 19)
		n1 false (test_time = 2.04261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000375986)
	variant  4484/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 18)
		n1 false (test_time = 2.04765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000339031)
	variant  4485/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 17)
		n1 false (test_time = 2.0811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000316143)
	variant  4486/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 16)
		n1 false (test_time = 2.05477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000287056)
	variant  4487/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 15)
		n1 false (test_time = 2.03724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272036)
	variant  4488/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 14)
		n1 false (test_time = 2.21279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000248194)
	variant  4489/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 13)
		n1 false (test_time = 2.11862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000246763)
	variant  4490/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 12)
		n1 false (test_time = 2.17723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000204086)
	variant  4491/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 11)
		n1 false (test_time = 2.06794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000192165)
	variant  4492/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 10)
		n1 false (test_time = 2.05267)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018096)
	variant  4493/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 9)
		n1 false (test_time = 2.08997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant  4494/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 8)
		n1 false (test_time = 2.08611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  4495/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 7)
		n1 false (test_time = 2.15582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000115871)
	variant  4496/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 6)
		n1 false (test_time = 2.06646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000127077)
	variant  4497/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 5)
		n1 false (test_time = 2.21386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.89165e-05)
	variant  4498/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 4)
		n1 false (test_time = 2.06854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  4499/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 3)
		n1 false (test_time = 2.09013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  4500/26032 = ?(1,a(876,818)) ?(2,a(876,816)) ?(3,a(876,811)) ?(4,a(876,805)) ?(5,a(876,803)) ?(6,a(876,802)) ?(7,a(876,799)) ?(8,a(876,798)) ?(9,a(876,789)) ?(10,a(876,788)) ?(11,a(876,786)) ?(12,a(876,785)) ?(13,a(876,784)) ?(14,a(876,780)) ?(15,a(876,779)) ?(16,a(876,777)) ?(17,a(876,775)) ?(18,a(876,758)) ?(19,a(876,757)) ?(20,a(876,755)) ?(21,a(876,754)) ?(22,a(876,753)) ?(23,a(876,752)) ?(24,a(876,751)) ?(25,a(876,738)) ?(26,a(876,737)) ?(27,a(876,729)) ?(28,a(876,728)) ?(29,a(876,725)) ?(30,a(876,724)) ?(31,a(876,711)) ?(32,a(876,708)) ?(33,a(876,705)) ?(34,a(876,704)) ?(35,a(876,703)) ?(36,a(876,701)) ?(37,a(876,700)) ?(38,a(876,699)) ?(39,a(876,692)) ?(40,a(876,679)) ?(41,a(876,678)) ?(42,a(876,674)) ?(43,a(876,672)) ?(44,a(876,671)) ?(45,a(876,667)) ?(46,a(876,662)) ?(47,a(876,659)) ?(48,a(876,656)) ?(49,a(876,648)) ?(50,a(876,647))  (21 tests, cond 2)
		n1 false (test_time = 2.06078)
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 = 0.613482)
search: ww_adaptive: found best (time_taken = 0.00171804)
	variant  4501/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 1)
		n1 false (test_time = 2.70824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136304)
	variant  4502/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 50)
		n1 false (test_time = 2.11292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112486)
	variant  4503/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 49)
		n1 false (test_time = 2.0689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111103)
	variant  4504/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 48)
		n1 false (test_time = 2.08645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163007)
	variant  4505/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 47)
		n1 false (test_time = 2.06924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107312)
	variant  4506/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 46)
		n1 false (test_time = 2.07943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103116)
	variant  4507/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 45)
		n1 false (test_time = 2.08004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104713)
	variant  4508/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 44)
		n1 false (test_time = 2.04731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126314)
	variant  4509/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 43)
		n1 false (test_time = 2.05261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100899)
	variant  4510/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 42)
		n1 false (test_time = 2.11632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132704)
	variant  4511/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 41)
		n1 false (test_time = 2.12709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000966787)
	variant  4512/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 40)
		n1 false (test_time = 2.03902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000926018)
	variant  4513/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 39)
		n1 false (test_time = 2.06887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00091815)
	variant  4514/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 38)
		n1 false (test_time = 2.0968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000779867)
	variant  4515/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 37)
		n1 false (test_time = 2.17065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000743866)
	variant  4516/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 36)
		n1 false (test_time = 2.08621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000694036)
	variant  4517/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 35)
		n1 false (test_time = 2.02708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000675917)
	variant  4518/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 34)
		n1 false (test_time = 2.09372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000664949)
	variant  4519/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 33)
		n1 false (test_time = 2.04935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000633955)
	variant  4520/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 32)
		n1 false (test_time = 2.05496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000823021)
	variant  4521/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 31)
		n1 false (test_time = 2.05952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000591993)
	variant  4522/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 30)
		n1 false (test_time = 2.08638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000588894)
	variant  4523/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 29)
		n1 false (test_time = 2.0588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000568867)
	variant  4524/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 28)
		n1 false (test_time = 2.067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00056982)
	variant  4525/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 27)
		n1 false (test_time = 2.16996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000512123)
	variant  4526/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 26)
		n1 false (test_time = 2.08408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000511169)
	variant  4527/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 25)
		n1 false (test_time = 2.02889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000576973)
	variant  4528/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 24)
		n1 false (test_time = 2.04812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458002)
	variant  4529/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 23)
		n1 false (test_time = 2.06688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000441074)
	variant  4530/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 22)
		n1 false (test_time = 2.06763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411987)
	variant  4531/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 21)
		n1 false (test_time = 2.07273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00041604)
	variant  4532/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 20)
		n1 false (test_time = 2.04663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000401974)
	variant  4533/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 19)
		n1 false (test_time = 2.09508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000364065)
	variant  4534/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 18)
		n1 false (test_time = 2.07389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000468016)
	variant  4535/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 17)
		n1 false (test_time = 2.06409)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334978)
	variant  4536/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 16)
		n1 false (test_time = 2.08978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000304937)
	variant  4537/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 15)
		n1 false (test_time = 2.10963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000304937)
	variant  4538/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 14)
		n1 false (test_time = 2.10107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000353813)
	variant  4539/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 13)
		n1 false (test_time = 2.1118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000213861)
	variant  4540/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 12)
		n1 false (test_time = 2.11914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000212908)
	variant  4541/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 11)
		n1 false (test_time = 2.08198)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200987)
	variant  4542/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 10)
		n1 false (test_time = 2.23181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000190973)
	variant  4543/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 9)
		n1 false (test_time = 2.12336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000138998)
	variant  4544/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 8)
		n1 false (test_time = 2.09329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000129938)
	variant  4545/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 7)
		n1 false (test_time = 2.08021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000101805)
	variant  4546/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 6)
		n1 false (test_time = 2.15556)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.60827e-05)
	variant  4547/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 5)
		n1 false (test_time = 2.06846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.41346e-05)
	variant  4548/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 4)
		n1 false (test_time = 2.17821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.31673e-05)
	variant  4549/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 3)
		n1 false (test_time = 2.08451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  4550/26032 = ?(1,a(876,646)) ?(2,a(876,645)) ?(3,a(876,642)) ?(4,a(876,641)) ?(5,a(876,619)) ?(6,a(876,618)) ?(7,a(876,598)) ?(8,a(876,515)) ?(9,a(875,882)) ?(10,a(875,881)) ?(11,a(875,874)) ?(12,a(875,873)) ?(13,a(875,872)) ?(14,a(875,869)) ?(15,a(875,867)) ?(16,a(875,865)) ?(17,a(875,852)) ?(18,a(875,845)) ?(19,a(875,841)) ?(20,a(875,838)) ?(21,a(875,837)) ?(22,a(875,836)) ?(23,a(875,833)) ?(24,a(875,823)) ?(25,a(875,822)) ?(26,a(875,821)) ?(27,a(875,820)) ?(28,a(875,818)) ?(29,a(875,816)) ?(30,a(875,811)) ?(31,a(875,805)) ?(32,a(875,803)) ?(33,a(875,802)) ?(34,a(875,799)) ?(35,a(875,798)) ?(36,a(875,789)) ?(37,a(875,788)) ?(38,a(875,786)) ?(39,a(875,785)) ?(40,a(875,784)) ?(41,a(875,780)) ?(42,a(875,779)) ?(43,a(875,777)) ?(44,a(875,775)) ?(45,a(875,758)) ?(46,a(875,757)) ?(47,a(875,755)) ?(48,a(875,754)) ?(49,a(875,753)) ?(50,a(875,752))  (21 tests, cond 2)
		n1 false (test_time = 2.12816)
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 = 0.604535)
search: ww_adaptive: found best (time_taken = 0.00143218)
	variant  4551/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 1)
		n1 false (test_time = 2.7229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020752)
	variant  4552/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 50)
		n1 false (test_time = 2.05588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203896)
	variant  4553/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 49)
		n1 false (test_time = 2.01373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116706)
	variant  4554/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 48)
		n1 false (test_time = 2.08157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182009)
	variant  4555/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 47)
		n1 false (test_time = 2.05436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114608)
	variant  4556/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 46)
		n1 false (test_time = 2.17042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106192)
	variant  4557/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 45)
		n1 false (test_time = 2.0479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107694)
	variant  4558/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 44)
		n1 false (test_time = 2.03016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124884)
	variant  4559/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 43)
		n1 false (test_time = 2.0503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124598)
	variant  4560/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 42)
		n1 false (test_time = 2.09467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102782)
	variant  4561/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 41)
		n1 false (test_time = 2.07033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105405)
	variant  4562/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 40)
		n1 false (test_time = 2.00973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000820875)
	variant  4563/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 39)
		n1 false (test_time = 2.05767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000746012)
	variant  4564/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 38)
		n1 false (test_time = 2.05471)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000776052)
	variant  4565/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 37)
		n1 false (test_time = 2.10281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000823021)
	variant  4566/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 36)
		n1 false (test_time = 2.14478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128913)
	variant  4567/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 35)
		n1 false (test_time = 2.19986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000658035)
	variant  4568/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 34)
		n1 false (test_time = 2.21177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000686169)
	variant  4569/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 33)
		n1 false (test_time = 2.33308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000631809)
	variant  4570/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 32)
		n1 false (test_time = 2.30252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000607014)
	variant  4571/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 31)
		n1 false (test_time = 2.16337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000697851)
	variant  4572/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 30)
		n1 false (test_time = 2.29426)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000604868)
	variant  4573/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 29)
		n1 false (test_time = 2.28355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102305)
	variant  4574/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 28)
		n1 false (test_time = 2.2857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000562191)
	variant  4575/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 27)
		n1 false (test_time = 2.08537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000508785)
	variant  4576/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 26)
		n1 false (test_time = 2.06874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000500917)
	variant  4577/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 25)
		n1 false (test_time = 2.07424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000481844)
	variant  4578/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 24)
		n1 false (test_time = 2.0796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000452995)
	variant  4579/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 23)
		n1 false (test_time = 2.09194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000432014)
	variant  4580/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 22)
		n1 false (test_time = 2.0775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000666142)
	variant  4581/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 21)
		n1 false (test_time = 2.08448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000437021)
	variant  4582/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 20)
		n1 false (test_time = 2.06639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00039506)
	variant  4583/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 19)
		n1 false (test_time = 2.06514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000353098)
	variant  4584/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 18)
		n1 false (test_time = 2.06691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000345945)
	variant  4585/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 17)
		n1 false (test_time = 2.06927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000310898)
	variant  4586/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 16)
		n1 false (test_time = 2.14469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030303)
	variant  4587/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 15)
		n1 false (test_time = 2.08229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000271797)
	variant  4588/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 14)
		n1 false (test_time = 2.17097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000252962)
	variant  4589/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 13)
		n1 false (test_time = 2.12059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00026989)
	variant  4590/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 12)
		n1 false (test_time = 2.15492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211)
	variant  4591/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 11)
		n1 false (test_time = 2.08712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208855)
	variant  4592/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 10)
		n1 false (test_time = 2.09876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000178814)
	variant  4593/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 9)
		n1 false (test_time = 2.12122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000170946)
	variant  4594/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 8)
		n1 false (test_time = 2.04049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000138044)
	variant  4595/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 7)
		n1 false (test_time = 2.09688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  4596/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 6)
		n1 false (test_time = 2.17564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.799e-05)
	variant  4597/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 5)
		n1 false (test_time = 2.0821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.48499e-05)
	variant  4598/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 4)
		n1 false (test_time = 2.12)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  4599/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 3)
		n1 false (test_time = 2.06778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  4600/26032 = ?(1,a(875,751)) ?(2,a(875,738)) ?(3,a(875,737)) ?(4,a(875,729)) ?(5,a(875,728)) ?(6,a(875,725)) ?(7,a(875,724)) ?(8,a(875,711)) ?(9,a(875,708)) ?(10,a(875,705)) ?(11,a(875,704)) ?(12,a(875,703)) ?(13,a(875,701)) ?(14,a(875,700)) ?(15,a(875,699)) ?(16,a(875,692)) ?(17,a(875,679)) ?(18,a(875,678)) ?(19,a(875,674)) ?(20,a(875,672)) ?(21,a(875,671)) ?(22,a(875,667)) ?(23,a(875,662)) ?(24,a(875,659)) ?(25,a(875,656)) ?(26,a(875,648)) ?(27,a(875,647)) ?(28,a(875,646)) ?(29,a(875,645)) ?(30,a(875,642)) ?(31,a(875,641)) ?(32,a(875,619)) ?(33,a(875,618)) ?(34,a(875,598)) ?(35,a(875,515)) ?(36,a(874,882)) ?(37,a(874,881)) ?(38,a(874,880)) ?(39,a(874,877)) ?(40,a(874,876)) ?(41,a(874,874)) ?(42,a(874,873)) ?(43,a(874,872)) ?(44,a(874,871)) ?(45,a(874,870)) ?(46,a(874,869)) ?(47,a(874,867)) ?(48,a(874,865)) ?(49,a(874,854)) ?(50,a(874,853))  (21 tests, cond 2)
		n1 false (test_time = 2.17559)
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 = 0.65409)
search: ww_adaptive: found best (time_taken = 0.00109315)
	variant  4601/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 1)
		n1 false (test_time = 2.76464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239897)
	variant  4602/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 50)
		n1 false (test_time = 2.14393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133681)
	variant  4603/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 49)
		n1 false (test_time = 2.14244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134516)
	variant  4604/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 48)
		n1 false (test_time = 2.19007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002038)
	variant  4605/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 47)
		n1 false (test_time = 2.11391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150609)
	variant  4606/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 46)
		n1 false (test_time = 2.2485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010159)
	variant  4607/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 45)
		n1 false (test_time = 2.16543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105786)
	variant  4608/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 44)
		n1 false (test_time = 2.17751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156498)
	variant  4609/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 43)
		n1 false (test_time = 2.17967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178885)
	variant  4610/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 42)
		n1 false (test_time = 2.18184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000961065)
	variant  4611/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 41)
		n1 false (test_time = 2.1326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000957966)
	variant  4612/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 40)
		n1 false (test_time = 2.12511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000798941)
	variant  4613/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 39)
		n1 false (test_time = 2.16188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124907)
	variant  4614/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 38)
		n1 false (test_time = 2.12427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000769138)
	variant  4615/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 37)
		n1 false (test_time = 2.06877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000868082)
	variant  4616/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 36)
		n1 false (test_time = 2.11873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000700951)
	variant  4617/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 35)
		n1 false (test_time = 2.07958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000683069)
	variant  4618/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 34)
		n1 false (test_time = 2.082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000674009)
	variant  4619/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 33)
		n1 false (test_time = 2.09553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000639915)
	variant  4620/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 32)
		n1 false (test_time = 2.13553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627995)
	variant  4621/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 31)
		n1 false (test_time = 2.06588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000632048)
	variant  4622/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 30)
		n1 false (test_time = 2.15527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000611067)
	variant  4623/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 29)
		n1 false (test_time = 2.11027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000571966)
	variant  4624/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 28)
		n1 false (test_time = 2.07687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000692129)
	variant  4625/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 27)
		n1 false (test_time = 2.11541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000552893)
	variant  4626/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 26)
		n1 false (test_time = 2.14074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00049901)
	variant  4627/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 25)
		n1 false (test_time = 2.11379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000472069)
	variant  4628/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 24)
		n1 false (test_time = 2.05899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000478029)
	variant  4629/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 23)
		n1 false (test_time = 2.16003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458002)
	variant  4630/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 22)
		n1 false (test_time = 2.06557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00041604)
	variant  4631/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 21)
		n1 false (test_time = 2.06878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000398874)
	variant  4632/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 20)
		n1 false (test_time = 2.072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000370979)
	variant  4633/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 19)
		n1 false (test_time = 2.0948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000343084)
	variant  4634/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 18)
		n1 false (test_time = 2.07942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000346899)
	variant  4635/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 17)
		n1 false (test_time = 2.08543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000345945)
	variant  4636/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 16)
		n1 false (test_time = 2.07724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028491)
	variant  4637/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 15)
		n1 false (test_time = 2.09541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000354052)
	variant  4638/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 14)
		n1 false (test_time = 2.11938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000247955)
	variant  4639/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 13)
		n1 false (test_time = 2.03285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000254869)
	variant  4640/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 12)
		n1 false (test_time = 2.11344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221014)
	variant  4641/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 11)
		n1 false (test_time = 2.08757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000192881)
	variant  4642/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 10)
		n1 false (test_time = 2.11034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000175953)
	variant  4643/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 9)
		n1 false (test_time = 2.10471)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000160933)
	variant  4644/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 8)
		n1 false (test_time = 2.19749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133991)
	variant  4645/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 7)
		n1 false (test_time = 2.05446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  4646/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 6)
		n1 false (test_time = 2.07617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  4647/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 5)
		n1 false (test_time = 2.09197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.50883e-05)
	variant  4648/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 4)
		n1 false (test_time = 2.07275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  4649/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 3)
		n1 false (test_time = 2.08723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  4650/26032 = ?(1,a(874,852)) ?(2,a(874,845)) ?(3,a(874,841)) ?(4,a(874,839)) ?(5,a(874,838)) ?(6,a(874,837)) ?(7,a(874,836)) ?(8,a(874,833)) ?(9,a(874,831)) ?(10,a(874,823)) ?(11,a(874,822)) ?(12,a(874,821)) ?(13,a(874,820)) ?(14,a(874,819)) ?(15,a(874,818)) ?(16,a(874,816)) ?(17,a(874,815)) ?(18,a(874,814)) ?(19,a(874,811)) ?(20,a(874,805)) ?(21,a(874,803)) ?(22,a(874,802)) ?(23,a(874,801)) ?(24,a(874,799)) ?(25,a(874,798)) ?(26,a(874,790)) ?(27,a(874,789)) ?(28,a(874,788)) ?(29,a(874,787)) ?(30,a(874,786)) ?(31,a(874,785)) ?(32,a(874,784)) ?(33,a(874,781)) ?(34,a(874,780)) ?(35,a(874,779)) ?(36,a(874,778)) ?(37,a(874,777)) ?(38,a(874,776)) ?(39,a(874,775)) ?(40,a(874,759)) ?(41,a(874,758)) ?(42,a(874,757)) ?(43,a(874,756)) ?(44,a(874,755)) ?(45,a(874,754)) ?(46,a(874,753)) ?(47,a(874,752)) ?(48,a(874,751)) ?(49,a(874,738)) ?(50,a(874,737))  (21 tests, cond 2)
		n1 false (test_time = 2.22482)
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 = 0.609219)
search: ww_adaptive: found best (time_taken = 0.00102282)
	variant  4651/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 1)
		n1 false (test_time = 2.72459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205302)
	variant  4652/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 50)
		n1 false (test_time = 2.03986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00184989)
	variant  4653/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 49)
		n1 false (test_time = 2.06229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236392)
	variant  4654/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 48)
		n1 false (test_time = 2.07065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222278)
	variant  4655/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 47)
		n1 false (test_time = 2.0689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148892)
	variant  4656/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 46)
		n1 false (test_time = 2.10996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103188)
	variant  4657/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 45)
		n1 false (test_time = 2.08686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107384)
	variant  4658/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 44)
		n1 false (test_time = 2.12393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177407)
	variant  4659/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 43)
		n1 false (test_time = 2.09145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100899)
	variant  4660/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 42)
		n1 false (test_time = 2.21215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142384)
	variant  4661/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 41)
		n1 false (test_time = 2.05769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103116)
	variant  4662/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 40)
		n1 false (test_time = 2.05753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000801086)
	variant  4663/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 39)
		n1 false (test_time = 2.08784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000754118)
	variant  4664/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 38)
		n1 false (test_time = 2.07487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000740051)
	variant  4665/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 37)
		n1 false (test_time = 2.10749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000718117)
	variant  4666/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 36)
		n1 false (test_time = 2.00483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000700235)
	variant  4667/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 35)
		n1 false (test_time = 2.07249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000696898)
	variant  4668/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 34)
		n1 false (test_time = 2.03504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000649929)
	variant  4669/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 33)
		n1 false (test_time = 2.05296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627995)
	variant  4670/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 32)
		n1 false (test_time = 2.09997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000622988)
	variant  4671/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 31)
		n1 false (test_time = 2.08193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000624895)
	variant  4672/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 30)
		n1 false (test_time = 2.09144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000599861)
	variant  4673/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 29)
		n1 false (test_time = 2.05733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000555038)
	variant  4674/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 28)
		n1 false (test_time = 2.08203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00061202)
	variant  4675/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 27)
		n1 false (test_time = 2.05966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000528097)
	variant  4676/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 26)
		n1 false (test_time = 2.05516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488043)
	variant  4677/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 25)
		n1 false (test_time = 2.13057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000481129)
	variant  4678/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 24)
		n1 false (test_time = 2.07642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000446796)
	variant  4679/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 23)
		n1 false (test_time = 2.02708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000448942)
	variant  4680/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 22)
		n1 false (test_time = 1.9973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000420094)
	variant  4681/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 21)
		n1 false (test_time = 2.05792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000602007)
	variant  4682/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 20)
		n1 false (test_time = 2.05643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000378132)
	variant  4683/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 19)
		n1 false (test_time = 2.00659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000357866)
	variant  4684/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 18)
		n1 false (test_time = 2.10597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000361919)
	variant  4685/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 17)
		n1 false (test_time = 2.03526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000302076)
	variant  4686/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 16)
		n1 false (test_time = 2.11944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00027895)
	variant  4687/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 15)
		n1 false (test_time = 2.03427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000269175)
	variant  4688/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 14)
		n1 false (test_time = 1.99372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000262976)
	variant  4689/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 13)
		n1 false (test_time = 2.07566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028491)
	variant  4690/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 12)
		n1 false (test_time = 2.03549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000216007)
	variant  4691/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 11)
		n1 false (test_time = 2.15015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000203848)
	variant  4692/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 10)
		n1 false (test_time = 1.99163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000188828)
	variant  4693/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 9)
		n1 false (test_time = 2.06329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000155926)
	variant  4694/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 8)
		n1 false (test_time = 2.0728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000136852)
	variant  4695/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 7)
		n1 false (test_time = 2.23262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000112057)
	variant  4696/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 6)
		n1 false (test_time = 2.16753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.70364e-05)
	variant  4697/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 5)
		n1 false (test_time = 2.12483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.70092e-05)
	variant  4698/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 4)
		n1 false (test_time = 2.17038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.10352e-05)
	variant  4699/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 3)
		n1 false (test_time = 2.18478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.00136e-05)
	variant  4700/26032 = ?(1,a(874,736)) ?(2,a(874,734)) ?(3,a(874,732)) ?(4,a(874,730)) ?(5,a(874,729)) ?(6,a(874,728)) ?(7,a(874,727)) ?(8,a(874,726)) ?(9,a(874,725)) ?(10,a(874,724)) ?(11,a(874,723)) ?(12,a(874,715)) ?(13,a(874,713)) ?(14,a(874,711)) ?(15,a(874,710)) ?(16,a(874,709)) ?(17,a(874,708)) ?(18,a(874,707)) ?(19,a(874,705)) ?(20,a(874,704)) ?(21,a(874,703)) ?(22,a(874,701)) ?(23,a(874,700)) ?(24,a(874,699)) ?(25,a(874,698)) ?(26,a(874,697)) ?(27,a(874,695)) ?(28,a(874,693)) ?(29,a(874,692)) ?(30,a(874,690)) ?(31,a(874,679)) ?(32,a(874,678)) ?(33,a(874,675)) ?(34,a(874,674)) ?(35,a(874,673)) ?(36,a(874,672)) ?(37,a(874,671)) ?(38,a(874,670)) ?(39,a(874,667)) ?(40,a(874,666)) ?(41,a(874,665)) ?(42,a(874,662)) ?(43,a(874,661)) ?(44,a(874,659)) ?(45,a(874,657)) ?(46,a(874,656)) ?(47,a(874,654)) ?(48,a(874,651)) ?(49,a(874,648)) ?(50,a(874,647))  (21 tests, cond 2)
		n1 false (test_time = 2.13595)
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 = 0.615793)
search: ww_adaptive: found best (time_taken = 0.00108719)
	variant  4701/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 1)
		n1 false (test_time = 2.86048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118589)
	variant  4702/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 50)
		n1 false (test_time = 2.39604)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124288)
	variant  4703/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 49)
		n1 false (test_time = 2.26376)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139785)
	variant  4704/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 48)
		n1 false (test_time = 2.21277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115418)
	variant  4705/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 47)
		n1 false (test_time = 2.07892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139999)
	variant  4706/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 46)
		n1 false (test_time = 2.17054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134301)
	variant  4707/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 45)
		n1 false (test_time = 2.12854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104904)
	variant  4708/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 44)
		n1 false (test_time = 2.0503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00099802)
	variant  4709/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 43)
		n1 false (test_time = 2.0955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100803)
	variant  4710/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 42)
		n1 false (test_time = 2.12191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105906)
	variant  4711/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 41)
		n1 false (test_time = 2.12623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000835896)
	variant  4712/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 40)
		n1 false (test_time = 2.07077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000777006)
	variant  4713/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 39)
		n1 false (test_time = 2.04742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000769854)
	variant  4714/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 38)
		n1 false (test_time = 2.06826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000738144)
	variant  4715/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 37)
		n1 false (test_time = 2.08573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000726938)
	variant  4716/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 36)
		n1 false (test_time = 2.06558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000771999)
	variant  4717/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 35)
		n1 false (test_time = 2.07201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000690222)
	variant  4718/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 34)
		n1 false (test_time = 2.06694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000660181)
	variant  4719/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 33)
		n1 false (test_time = 2.08668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000650883)
	variant  4720/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 32)
		n1 false (test_time = 2.09191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000609875)
	variant  4721/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 31)
		n1 false (test_time = 2.22174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000591993)
	variant  4722/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 30)
		n1 false (test_time = 2.1391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000576973)
	variant  4723/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 29)
		n1 false (test_time = 2.13794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000588894)
	variant  4724/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 28)
		n1 false (test_time = 2.12335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000531197)
	variant  4725/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 27)
		n1 false (test_time = 2.08564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00053215)
	variant  4726/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 26)
		n1 false (test_time = 2.10992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000499964)
	variant  4727/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 25)
		n1 false (test_time = 2.09027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488043)
	variant  4728/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 24)
		n1 false (test_time = 2.07984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000504971)
	variant  4729/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 23)
		n1 false (test_time = 2.07508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000446796)
	variant  4730/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 22)
		n1 false (test_time = 2.10963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411987)
	variant  4731/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 21)
		n1 false (test_time = 2.16667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000393867)
	variant  4732/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 20)
		n1 false (test_time = 2.09846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000385046)
	variant  4733/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 19)
		n1 false (test_time = 2.14261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000356913)
	variant  4734/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 18)
		n1 false (test_time = 2.12099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000326157)
	variant  4735/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 17)
		n1 false (test_time = 2.14795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000365019)
	variant  4736/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 16)
		n1 false (test_time = 2.11402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324965)
	variant  4737/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 15)
		n1 false (test_time = 2.1)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265121)
	variant  4738/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 14)
		n1 false (test_time = 2.12529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000258923)
	variant  4739/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 13)
		n1 false (test_time = 2.06954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000237942)
	variant  4740/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 12)
		n1 false (test_time = 2.17047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000205994)
	variant  4741/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 11)
		n1 false (test_time = 2.09347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019908)
	variant  4742/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 10)
		n1 false (test_time = 2.10081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000175953)
	variant  4743/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 9)
		n1 false (test_time = 2.12795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000161886)
	variant  4744/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 8)
		n1 false (test_time = 2.09366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000131845)
	variant  4745/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 7)
		n1 false (test_time = 2.11155)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  4746/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 6)
		n1 false (test_time = 2.0862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.70364e-05)
	variant  4747/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 5)
		n1 false (test_time = 2.17775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.01086e-05)
	variant  4748/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 4)
		n1 false (test_time = 2.10702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  4749/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 3)
		n1 false (test_time = 2.18355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  4750/26032 = ?(1,a(874,646)) ?(2,a(874,645)) ?(3,a(874,644)) ?(4,a(874,643)) ?(5,a(874,642)) ?(6,a(874,641)) ?(7,a(874,619)) ?(8,a(874,618)) ?(9,a(874,598)) ?(10,a(874,597)) ?(11,a(874,587)) ?(12,a(874,584)) ?(13,a(874,515)) ?(14,a(873,882)) ?(15,a(873,881)) ?(16,a(873,880)) ?(17,a(873,877)) ?(18,a(873,876)) ?(19,a(873,874)) ?(20,a(873,873)) ?(21,a(873,872)) ?(22,a(873,871)) ?(23,a(873,870)) ?(24,a(873,869)) ?(25,a(873,867)) ?(26,a(873,865)) ?(27,a(873,854)) ?(28,a(873,853)) ?(29,a(873,852)) ?(30,a(873,845)) ?(31,a(873,841)) ?(32,a(873,839)) ?(33,a(873,838)) ?(34,a(873,837)) ?(35,a(873,836)) ?(36,a(873,833)) ?(37,a(873,831)) ?(38,a(873,823)) ?(39,a(873,822)) ?(40,a(873,821)) ?(41,a(873,820)) ?(42,a(873,819)) ?(43,a(873,818)) ?(44,a(873,816)) ?(45,a(873,815)) ?(46,a(873,814)) ?(47,a(873,811)) ?(48,a(873,805)) ?(49,a(873,803)) ?(50,a(873,802))  (21 tests, cond 2)
		n1 false (test_time = 2.08506)
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 = 0.598419)
search: ww_adaptive: found best (time_taken = 0.00136805)
	variant  4751/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 1)
		n1 false (test_time = 2.85558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237393)
	variant  4752/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 50)
		n1 false (test_time = 2.07609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241208)
	variant  4753/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 49)
		n1 false (test_time = 2.23952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228906)
	variant  4754/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 48)
		n1 false (test_time = 2.04752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200891)
	variant  4755/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 47)
		n1 false (test_time = 2.10703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113416)
	variant  4756/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 46)
		n1 false (test_time = 2.07033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108194)
	variant  4757/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 45)
		n1 false (test_time = 2.08367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190306)
	variant  4758/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 44)
		n1 false (test_time = 2.21075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230789)
	variant  4759/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 43)
		n1 false (test_time = 2.09027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103402)
	variant  4760/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 42)
		n1 false (test_time = 2.10287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015049)
	variant  4761/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 41)
		n1 false (test_time = 2.1044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000808954)
	variant  4762/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 40)
		n1 false (test_time = 2.05484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000779152)
	variant  4763/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 39)
		n1 false (test_time = 2.09656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000757933)
	variant  4764/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 38)
		n1 false (test_time = 2.08085)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000895977)
	variant  4765/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 37)
		n1 false (test_time = 2.17024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000718117)
	variant  4766/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 36)
		n1 false (test_time = 2.09159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000945091)
	variant  4767/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 35)
		n1 false (test_time = 2.2173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000705004)
	variant  4768/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 34)
		n1 false (test_time = 2.07445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000671148)
	variant  4769/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 33)
		n1 false (test_time = 2.06636)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000766039)
	variant  4770/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 32)
		n1 false (test_time = 2.1305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000644922)
	variant  4771/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 31)
		n1 false (test_time = 2.06875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000598907)
	variant  4772/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 30)
		n1 false (test_time = 2.09486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000577927)
	variant  4773/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 29)
		n1 false (test_time = 2.10401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000554085)
	variant  4774/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 28)
		n1 false (test_time = 2.07812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000550032)
	variant  4775/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 27)
		n1 false (test_time = 2.18538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000503063)
	variant  4776/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 26)
		n1 false (test_time = 2.05607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000509024)
	variant  4777/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 25)
		n1 false (test_time = 2.10364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000482798)
	variant  4778/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 24)
		n1 false (test_time = 2.09056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000451088)
	variant  4779/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 23)
		n1 false (test_time = 2.12857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000452042)
	variant  4780/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 22)
		n1 false (test_time = 2.06107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000452042)
	variant  4781/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 21)
		n1 false (test_time = 2.07356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000414133)
	variant  4782/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 20)
		n1 false (test_time = 2.06366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000369072)
	variant  4783/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 19)
		n1 false (test_time = 2.04797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000377893)
	variant  4784/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 18)
		n1 false (test_time = 2.11878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319004)
	variant  4785/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 17)
		n1 false (test_time = 2.18291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000302792)
	variant  4786/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 16)
		n1 false (test_time = 2.15736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324011)
	variant  4787/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 15)
		n1 false (test_time = 2.02963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265121)
	variant  4788/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 14)
		n1 false (test_time = 2.20868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000268936)
	variant  4789/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 13)
		n1 false (test_time = 2.06974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000237942)
	variant  4790/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 12)
		n1 false (test_time = 2.0599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000216007)
	variant  4791/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 11)
		n1 false (test_time = 2.08778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231981)
	variant  4792/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 10)
		n1 false (test_time = 2.09688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000173092)
	variant  4793/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 9)
		n1 false (test_time = 2.11628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000143051)
	variant  4794/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 8)
		n1 false (test_time = 2.03324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  4795/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 7)
		n1 false (test_time = 2.08972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000134945)
	variant  4796/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 6)
		n1 false (test_time = 1.99684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.799e-05)
	variant  4797/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 5)
		n1 false (test_time = 2.07501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.00951e-05)
	variant  4798/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 4)
		n1 false (test_time = 2.13048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.4121e-05)
	variant  4799/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 3)
		n1 false (test_time = 2.17007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  4800/26032 = ?(1,a(873,801)) ?(2,a(873,799)) ?(3,a(873,798)) ?(4,a(873,790)) ?(5,a(873,789)) ?(6,a(873,788)) ?(7,a(873,787)) ?(8,a(873,786)) ?(9,a(873,785)) ?(10,a(873,784)) ?(11,a(873,781)) ?(12,a(873,780)) ?(13,a(873,779)) ?(14,a(873,778)) ?(15,a(873,777)) ?(16,a(873,776)) ?(17,a(873,775)) ?(18,a(873,759)) ?(19,a(873,758)) ?(20,a(873,757)) ?(21,a(873,756)) ?(22,a(873,755)) ?(23,a(873,754)) ?(24,a(873,753)) ?(25,a(873,752)) ?(26,a(873,751)) ?(27,a(873,738)) ?(28,a(873,737)) ?(29,a(873,736)) ?(30,a(873,734)) ?(31,a(873,732)) ?(32,a(873,730)) ?(33,a(873,729)) ?(34,a(873,728)) ?(35,a(873,727)) ?(36,a(873,726)) ?(37,a(873,725)) ?(38,a(873,724)) ?(39,a(873,723)) ?(40,a(873,715)) ?(41,a(873,713)) ?(42,a(873,711)) ?(43,a(873,710)) ?(44,a(873,709)) ?(45,a(873,708)) ?(46,a(873,707)) ?(47,a(873,705)) ?(48,a(873,704)) ?(49,a(873,703)) ?(50,a(873,701))  (21 tests, cond 2)
		n1 false (test_time = 2.22419)
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 = 0.650165)
search: ww_adaptive: found best (time_taken = 0.0010128)
	variant  4801/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 1)
		n1 false (test_time = 2.88652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117302)
	variant  4802/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 50)
		n1 false (test_time = 2.15764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110507)
	variant  4803/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 49)
		n1 false (test_time = 2.10886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110602)
	variant  4804/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 48)
		n1 false (test_time = 2.15919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119495)
	variant  4805/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 47)
		n1 false (test_time = 2.10448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114202)
	variant  4806/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 46)
		n1 false (test_time = 2.18802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104594)
	variant  4807/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 45)
		n1 false (test_time = 2.06481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103807)
	variant  4808/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 44)
		n1 false (test_time = 2.06261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114608)
	variant  4809/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 43)
		n1 false (test_time = 2.02332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132585)
	variant  4810/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 42)
		n1 false (test_time = 2.07455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000826836)
	variant  4811/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 41)
		n1 false (test_time = 2.10359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000780106)
	variant  4812/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 40)
		n1 false (test_time = 2.07988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000783205)
	variant  4813/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 39)
		n1 false (test_time = 2.19371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000756979)
	variant  4814/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 38)
		n1 false (test_time = 1.99938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000733852)
	variant  4815/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 37)
		n1 false (test_time = 2.07454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000728846)
	variant  4816/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 36)
		n1 false (test_time = 2.06792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000725985)
	variant  4817/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 35)
		n1 false (test_time = 2.04728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000693083)
	variant  4818/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 34)
		n1 false (test_time = 2.13395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113297)
	variant  4819/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 33)
		n1 false (test_time = 2.04526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000668049)
	variant  4820/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 32)
		n1 false (test_time = 2.07892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000625134)
	variant  4821/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 31)
		n1 false (test_time = 2.00556)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000622988)
	variant  4822/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 30)
		n1 false (test_time = 2.04888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000580072)
	variant  4823/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 29)
		n1 false (test_time = 2.05983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000602961)
	variant  4824/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 28)
		n1 false (test_time = 2.038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000550032)
	variant  4825/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 27)
		n1 false (test_time = 2.10588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000525951)
	variant  4826/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 26)
		n1 false (test_time = 2.04786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000504017)
	variant  4827/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 25)
		n1 false (test_time = 2.03096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000494957)
	variant  4828/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 24)
		n1 false (test_time = 2.06352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000613928)
	variant  4829/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 23)
		n1 false (test_time = 2.04652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000436068)
	variant  4830/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 22)
		n1 false (test_time = 2.0688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411034)
	variant  4831/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 21)
		n1 false (test_time = 2.0453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386)
	variant  4832/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 20)
		n1 false (test_time = 2.13481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000375986)
	variant  4833/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 19)
		n1 false (test_time = 2.03844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000370979)
	variant  4834/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 18)
		n1 false (test_time = 2.13409)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000329018)
	variant  4835/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 17)
		n1 false (test_time = 2.08591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000323057)
	variant  4836/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 16)
		n1 false (test_time = 2.07386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000295877)
	variant  4837/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 15)
		n1 false (test_time = 2.09825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000266075)
	variant  4838/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 14)
		n1 false (test_time = 2.03251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000253916)
	variant  4839/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 13)
		n1 false (test_time = 2.17348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257969)
	variant  4840/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 12)
		n1 false (test_time = 2.15633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000210047)
	variant  4841/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 11)
		n1 false (test_time = 2.15737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200987)
	variant  4842/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 10)
		n1 false (test_time = 2.15913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000180006)
	variant  4843/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 9)
		n1 false (test_time = 2.13326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000193119)
	variant  4844/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 8)
		n1 false (test_time = 2.08095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000147104)
	variant  4845/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 7)
		n1 false (test_time = 2.04986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000102043)
	variant  4846/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 6)
		n1 false (test_time = 2.09422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000104189)
	variant  4847/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 5)
		n1 false (test_time = 2.07184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  4848/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 4)
		n1 false (test_time = 2.02416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.8903e-05)
	variant  4849/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 3)
		n1 false (test_time = 2.03125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  4850/26032 = ?(1,a(873,700)) ?(2,a(873,699)) ?(3,a(873,698)) ?(4,a(873,697)) ?(5,a(873,695)) ?(6,a(873,693)) ?(7,a(873,692)) ?(8,a(873,690)) ?(9,a(873,679)) ?(10,a(873,678)) ?(11,a(873,675)) ?(12,a(873,674)) ?(13,a(873,673)) ?(14,a(873,672)) ?(15,a(873,671)) ?(16,a(873,670)) ?(17,a(873,667)) ?(18,a(873,666)) ?(19,a(873,665)) ?(20,a(873,662)) ?(21,a(873,661)) ?(22,a(873,659)) ?(23,a(873,657)) ?(24,a(873,656)) ?(25,a(873,654)) ?(26,a(873,651)) ?(27,a(873,648)) ?(28,a(873,647)) ?(29,a(873,646)) ?(30,a(873,645)) ?(31,a(873,644)) ?(32,a(873,643)) ?(33,a(873,642)) ?(34,a(873,641)) ?(35,a(873,619)) ?(36,a(873,618)) ?(37,a(873,598)) ?(38,a(873,597)) ?(39,a(873,587)) ?(40,a(873,584)) ?(41,a(873,515)) ?(42,a(872,882)) ?(43,a(872,881)) ?(44,a(872,880)) ?(45,a(872,877)) ?(46,a(872,876)) ?(47,a(872,874)) ?(48,a(872,873)) ?(49,a(872,872)) ?(50,a(872,871))  (21 tests, cond 2)
		n1 false (test_time = 2.05472)
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 = 0.611457)
search: ww_adaptive: found best (time_taken = 0.00127697)
	variant  4851/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 1)
		n1 false (test_time = 2.7935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136304)
	variant  4852/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 50)
		n1 false (test_time = 2.07318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132704)
	variant  4853/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 49)
		n1 false (test_time = 2.12148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199699)
	variant  4854/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 48)
		n1 false (test_time = 2.08771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124192)
	variant  4855/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 47)
		n1 false (test_time = 2.09216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000993013)
	variant  4856/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 46)
		n1 false (test_time = 2.11201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107193)
	variant  4857/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 45)
		n1 false (test_time = 2.10109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103378)
	variant  4858/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 44)
		n1 false (test_time = 2.1164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101113)
	variant  4859/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 43)
		n1 false (test_time = 2.09401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000950098)
	variant  4860/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 42)
		n1 false (test_time = 2.11058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000815153)
	variant  4861/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 41)
		n1 false (test_time = 2.09488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000839949)
	variant  4862/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 40)
		n1 false (test_time = 2.15721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000757217)
	variant  4863/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 39)
		n1 false (test_time = 2.05924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000762939)
	variant  4864/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 38)
		n1 false (test_time = 2.09767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000717878)
	variant  4865/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 37)
		n1 false (test_time = 2.07687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000742912)
	variant  4866/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 36)
		n1 false (test_time = 2.26146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00088191)
	variant  4867/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 35)
		n1 false (test_time = 2.06981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000696182)
	variant  4868/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 34)
		n1 false (test_time = 2.16618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000742912)
	variant  4869/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 33)
		n1 false (test_time = 2.14148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000632048)
	variant  4870/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 32)
		n1 false (test_time = 2.19661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000634193)
	variant  4871/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 31)
		n1 false (test_time = 2.25567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000599146)
	variant  4872/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 30)
		n1 false (test_time = 2.13313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000591993)
	variant  4873/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 29)
		n1 false (test_time = 2.14683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000564098)
	variant  4874/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 28)
		n1 false (test_time = 2.17475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000545979)
	variant  4875/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 27)
		n1 false (test_time = 2.13339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000525951)
	variant  4876/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 26)
		n1 false (test_time = 2.19473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000535011)
	variant  4877/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 25)
		n1 false (test_time = 2.13563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000524044)
	variant  4878/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 24)
		n1 false (test_time = 2.15344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000622988)
	variant  4879/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 23)
		n1 false (test_time = 2.08501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000962973)
	variant  4880/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 22)
		n1 false (test_time = 2.18)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000432968)
	variant  4881/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 21)
		n1 false (test_time = 2.10501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427008)
	variant  4882/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 20)
		n1 false (test_time = 2.12524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000373125)
	variant  4883/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 19)
		n1 false (test_time = 2.20153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000351906)
	variant  4884/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 18)
		n1 false (test_time = 2.15537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000336885)
	variant  4885/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 17)
		n1 false (test_time = 2.08454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000311852)
	variant  4886/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 16)
		n1 false (test_time = 2.12519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000295162)
	variant  4887/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 15)
		n1 false (test_time = 2.12524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000303984)
	variant  4888/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 14)
		n1 false (test_time = 2.13158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000252962)
	variant  4889/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 13)
		n1 false (test_time = 2.10499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000227928)
	variant  4890/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 12)
		n1 false (test_time = 2.16791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000203848)
	variant  4891/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 11)
		n1 false (test_time = 2.13193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant  4892/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 10)
		n1 false (test_time = 2.12184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018096)
	variant  4893/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 9)
		n1 false (test_time = 2.18975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  4894/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 8)
		n1 false (test_time = 2.12536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123024)
	variant  4895/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 7)
		n1 false (test_time = 2.13183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000119925)
	variant  4896/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 6)
		n1 false (test_time = 2.14382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  4897/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 5)
		n1 false (test_time = 2.12815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.39098e-05)
	variant  4898/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 4)
		n1 false (test_time = 2.13584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.1008e-05)
	variant  4899/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 3)
		n1 false (test_time = 2.14091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  4900/26032 = ?(1,a(872,870)) ?(2,a(872,869)) ?(3,a(872,867)) ?(4,a(872,865)) ?(5,a(872,854)) ?(6,a(872,853)) ?(7,a(872,852)) ?(8,a(872,845)) ?(9,a(872,841)) ?(10,a(872,839)) ?(11,a(872,838)) ?(12,a(872,837)) ?(13,a(872,836)) ?(14,a(872,833)) ?(15,a(872,831)) ?(16,a(872,823)) ?(17,a(872,822)) ?(18,a(872,821)) ?(19,a(872,820)) ?(20,a(872,818)) ?(21,a(872,816)) ?(22,a(872,811)) ?(23,a(872,805)) ?(24,a(872,803)) ?(25,a(872,802)) ?(26,a(872,799)) ?(27,a(872,798)) ?(28,a(872,789)) ?(29,a(872,788)) ?(30,a(872,786)) ?(31,a(872,785)) ?(32,a(872,784)) ?(33,a(872,780)) ?(34,a(872,779)) ?(35,a(872,777)) ?(36,a(872,775)) ?(37,a(872,758)) ?(38,a(872,757)) ?(39,a(872,755)) ?(40,a(872,754)) ?(41,a(872,753)) ?(42,a(872,752)) ?(43,a(872,751)) ?(44,a(872,738)) ?(45,a(872,737)) ?(46,a(872,729)) ?(47,a(872,728)) ?(48,a(872,726)) ?(49,a(872,725)) ?(50,a(872,724))  (21 tests, cond 2)
		n1 false (test_time = 2.17514)
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 = 0.579664)
search: ww_adaptive: found best (time_taken = 0.00106192)
	variant  4901/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 1)
		n1 false (test_time = 2.81167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129318)
	variant  4902/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 50)
		n1 false (test_time = 2.11848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176287)
	variant  4903/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 49)
		n1 false (test_time = 2.16279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00232291)
	variant  4904/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 48)
		n1 false (test_time = 2.15788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017128)
	variant  4905/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 47)
		n1 false (test_time = 2.15095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131488)
	variant  4906/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 46)
		n1 false (test_time = 2.15277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111198)
	variant  4907/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 45)
		n1 false (test_time = 2.11542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160217)
	variant  4908/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 44)
		n1 false (test_time = 2.19901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157189)
	variant  4909/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 43)
		n1 false (test_time = 2.22877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000869989)
	variant  4910/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 42)
		n1 false (test_time = 2.16695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000815868)
	variant  4911/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 41)
		n1 false (test_time = 2.21295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000815868)
	variant  4912/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 40)
		n1 false (test_time = 2.20652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000830173)
	variant  4913/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 39)
		n1 false (test_time = 2.12537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000741005)
	variant  4914/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 38)
		n1 false (test_time = 2.21337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000788927)
	variant  4915/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 37)
		n1 false (test_time = 2.13446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000699043)
	variant  4916/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 36)
		n1 false (test_time = 2.08225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000827074)
	variant  4917/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 35)
		n1 false (test_time = 2.1719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000667095)
	variant  4918/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 34)
		n1 false (test_time = 2.09499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000651836)
	variant  4919/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 33)
		n1 false (test_time = 2.22367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000641108)
	variant  4920/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 32)
		n1 false (test_time = 2.1946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000625849)
	variant  4921/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 31)
		n1 false (test_time = 2.10891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000849009)
	variant  4922/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 30)
		n1 false (test_time = 2.17943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000555992)
	variant  4923/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 29)
		n1 false (test_time = 2.1062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000546932)
	variant  4924/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 28)
		n1 false (test_time = 2.12146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000584126)
	variant  4925/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 27)
		n1 false (test_time = 2.17215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000537872)
	variant  4926/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 26)
		n1 false (test_time = 2.20442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000496149)
	variant  4927/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 25)
		n1 false (test_time = 2.09854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488043)
	variant  4928/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 24)
		n1 false (test_time = 2.15223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000483036)
	variant  4929/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 23)
		n1 false (test_time = 2.1608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000454903)
	variant  4930/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 22)
		n1 false (test_time = 2.16549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000536919)
	variant  4931/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 21)
		n1 false (test_time = 2.21439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000384092)
	variant  4932/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 20)
		n1 false (test_time = 2.15833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000408888)
	variant  4933/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 19)
		n1 false (test_time = 2.10836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000709057)
	variant  4934/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 18)
		n1 false (test_time = 2.14226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00033617)
	variant  4935/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 17)
		n1 false (test_time = 2.1839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000303984)
	variant  4936/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 16)
		n1 false (test_time = 2.0778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030303)
	variant  4937/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 15)
		n1 false (test_time = 2.11972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000304937)
	variant  4938/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 14)
		n1 false (test_time = 2.15034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000256062)
	variant  4939/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 13)
		n1 false (test_time = 2.10225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000228167)
	variant  4940/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 12)
		n1 false (test_time = 2.1723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000210047)
	variant  4941/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 11)
		n1 false (test_time = 2.17897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000203133)
	variant  4942/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 10)
		n1 false (test_time = 2.08593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164032)
	variant  4943/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 9)
		n1 false (test_time = 2.12201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151157)
	variant  4944/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 8)
		n1 false (test_time = 2.10572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133991)
	variant  4945/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 7)
		n1 false (test_time = 2.16525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000106096)
	variant  4946/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 6)
		n1 false (test_time = 2.172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.48906e-05)
	variant  4947/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 5)
		n1 false (test_time = 2.08246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.10487e-05)
	variant  4948/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 4)
		n1 false (test_time = 2.06894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.91142e-05)
	variant  4949/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 3)
		n1 false (test_time = 2.058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  4950/26032 = ?(1,a(872,711)) ?(2,a(872,709)) ?(3,a(872,708)) ?(4,a(872,707)) ?(5,a(872,705)) ?(6,a(872,704)) ?(7,a(872,703)) ?(8,a(872,701)) ?(9,a(872,700)) ?(10,a(872,699)) ?(11,a(872,697)) ?(12,a(872,692)) ?(13,a(872,690)) ?(14,a(872,679)) ?(15,a(872,678)) ?(16,a(872,674)) ?(17,a(872,672)) ?(18,a(872,671)) ?(19,a(872,667)) ?(20,a(872,662)) ?(21,a(872,659)) ?(22,a(872,656)) ?(23,a(872,648)) ?(24,a(872,647)) ?(25,a(872,646)) ?(26,a(872,645)) ?(27,a(872,644)) ?(28,a(872,642)) ?(29,a(872,641)) ?(30,a(872,619)) ?(31,a(872,618)) ?(32,a(872,598)) ?(33,a(872,597)) ?(34,a(872,587)) ?(35,a(872,584)) ?(36,a(872,515)) ?(37,a(871,882)) ?(38,a(871,881)) ?(39,a(871,880)) ?(40,a(871,877)) ?(41,a(871,876)) ?(42,a(871,874)) ?(43,a(871,873)) ?(44,a(871,872)) ?(45,a(871,871)) ?(46,a(871,870)) ?(47,a(871,869)) ?(48,a(871,867)) ?(49,a(871,865)) ?(50,a(871,854))  (21 tests, cond 2)
		n1 false (test_time = 2.04295)
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 = 0.581688)
search: ww_adaptive: found best (time_taken = 0.00128889)
	variant  4951/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 1)
		n1 false (test_time = 2.71596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115299)
	variant  4952/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 50)
		n1 false (test_time = 2.08338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183702)
	variant  4953/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 49)
		n1 false (test_time = 2.03132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112581)
	variant  4954/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 48)
		n1 false (test_time = 2.05367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001158)
	variant  4955/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 47)
		n1 false (test_time = 2.05593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107288)
	variant  4956/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 46)
		n1 false (test_time = 2.06264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103211)
	variant  4957/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 45)
		n1 false (test_time = 2.02681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110602)
	variant  4958/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 44)
		n1 false (test_time = 2.02488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116301)
	variant  4959/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 43)
		n1 false (test_time = 2.00759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000841856)
	variant  4960/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 42)
		n1 false (test_time = 2.02845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000801086)
	variant  4961/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 41)
		n1 false (test_time = 2.03303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000799894)
	variant  4962/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 40)
		n1 false (test_time = 2.07028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000799894)
	variant  4963/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 39)
		n1 false (test_time = 2.02532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000785828)
	variant  4964/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 38)
		n1 false (test_time = 2.01348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000788927)
	variant  4965/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 37)
		n1 false (test_time = 2.03489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00097394)
	variant  4966/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 36)
		n1 false (test_time = 2.00332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000737906)
	variant  4967/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 35)
		n1 false (test_time = 2.10664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000683069)
	variant  4968/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 34)
		n1 false (test_time = 2.0857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00069499)
	variant  4969/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 33)
		n1 false (test_time = 2.19705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000794888)
	variant  4970/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 32)
		n1 false (test_time = 2.08806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000601053)
	variant  4971/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 31)
		n1 false (test_time = 2.03975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000586033)
	variant  4972/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 30)
		n1 false (test_time = 2.06027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000552177)
	variant  4973/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 29)
		n1 false (test_time = 2.16021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000575066)
	variant  4974/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 28)
		n1 false (test_time = 2.05093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000527859)
	variant  4975/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 27)
		n1 false (test_time = 2.04633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000539064)
	variant  4976/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 26)
		n1 false (test_time = 2.20635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000498056)
	variant  4977/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 25)
		n1 false (test_time = 2.06643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000462055)
	variant  4978/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 24)
		n1 false (test_time = 2.10908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000475168)
	variant  4979/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 23)
		n1 false (test_time = 2.0239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000656128)
	variant  4980/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 22)
		n1 false (test_time = 2.12568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000410795)
	variant  4981/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 21)
		n1 false (test_time = 2.20027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000422001)
	variant  4982/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 20)
		n1 false (test_time = 2.09492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000361204)
	variant  4983/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 19)
		n1 false (test_time = 2.16248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000348091)
	variant  4984/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 18)
		n1 false (test_time = 2.08124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000352144)
	variant  4985/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 17)
		n1 false (test_time = 2.07826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334024)
	variant  4986/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 16)
		n1 false (test_time = 2.1329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000293016)
	variant  4987/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 15)
		n1 false (test_time = 2.07888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028801)
	variant  4988/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 14)
		n1 false (test_time = 2.09982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272989)
	variant  4989/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 13)
		n1 false (test_time = 2.07175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231981)
	variant  4990/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 12)
		n1 false (test_time = 2.07049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211954)
	variant  4991/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 11)
		n1 false (test_time = 2.04258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200987)
	variant  4992/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 10)
		n1 false (test_time = 2.0824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000170946)
	variant  4993/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 9)
		n1 false (test_time = 2.09142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000170946)
	variant  4994/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 8)
		n1 false (test_time = 2.03601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000136852)
	variant  4995/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 7)
		n1 false (test_time = 2.09179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  4996/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 6)
		n1 false (test_time = 2.0505)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.82149e-05)
	variant  4997/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 5)
		n1 false (test_time = 2.06905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000121117)
	variant  4998/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 4)
		n1 false (test_time = 2.05215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.6982e-05)
	variant  4999/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 3)
		n1 false (test_time = 2.05438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.90735e-05)
	variant  5000/26032 = ?(1,a(871,853)) ?(2,a(871,852)) ?(3,a(871,845)) ?(4,a(871,841)) ?(5,a(871,839)) ?(6,a(871,838)) ?(7,a(871,837)) ?(8,a(871,836)) ?(9,a(871,833)) ?(10,a(871,831)) ?(11,a(871,823)) ?(12,a(871,822)) ?(13,a(871,821)) ?(14,a(871,820)) ?(15,a(871,819)) ?(16,a(871,818)) ?(17,a(871,816)) ?(18,a(871,815)) ?(19,a(871,814)) ?(20,a(871,811)) ?(21,a(871,805)) ?(22,a(871,803)) ?(23,a(871,802)) ?(24,a(871,801)) ?(25,a(871,799)) ?(26,a(871,798)) ?(27,a(871,790)) ?(28,a(871,789)) ?(29,a(871,788)) ?(30,a(871,787)) ?(31,a(871,786)) ?(32,a(871,785)) ?(33,a(871,784)) ?(34,a(871,781)) ?(35,a(871,780)) ?(36,a(871,779)) ?(37,a(871,778)) ?(38,a(871,777)) ?(39,a(871,776)) ?(40,a(871,775)) ?(41,a(871,759)) ?(42,a(871,758)) ?(43,a(871,757)) ?(44,a(871,756)) ?(45,a(871,755)) ?(46,a(871,754)) ?(47,a(871,753)) ?(48,a(871,752)) ?(49,a(871,751)) ?(50,a(871,738))  (21 tests, cond 2)
		n1 false (test_time = 2.06169)
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 = 0.611722)
search: ww_adaptive: found best (time_taken = 0.00208712)
	variant  5001/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 1)
		n1 false (test_time = 2.7717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131702)
	variant  5002/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 50)
		n1 false (test_time = 2.09801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130796)
	variant  5003/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 49)
		n1 false (test_time = 2.02729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107694)
	variant  5004/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 48)
		n1 false (test_time = 2.08197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127101)
	variant  5005/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 47)
		n1 false (test_time = 1.99479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133514)
	variant  5006/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 46)
		n1 false (test_time = 2.05874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013001)
	variant  5007/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 45)
		n1 false (test_time = 2.02307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121617)
	variant  5008/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 44)
		n1 false (test_time = 2.0279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000921965)
	variant  5009/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 43)
		n1 false (test_time = 2.00283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000865221)
	variant  5010/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 42)
		n1 false (test_time = 2.01447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000818014)
	variant  5011/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 41)
		n1 false (test_time = 2.02229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000779152)
	variant  5012/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 40)
		n1 false (test_time = 2.01416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000782967)
	variant  5013/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 39)
		n1 false (test_time = 2.03041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00079298)
	variant  5014/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 38)
		n1 false (test_time = 2.03594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000735998)
	variant  5015/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 37)
		n1 false (test_time = 1.99701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000714064)
	variant  5016/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 36)
		n1 false (test_time = 2.10581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000682116)
	variant  5017/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 35)
		n1 false (test_time = 1.97897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000712872)
	variant  5018/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 34)
		n1 false (test_time = 2.02736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000659943)
	variant  5019/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 33)
		n1 false (test_time = 2.01065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000650883)
	variant  5020/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 32)
		n1 false (test_time = 2.05945)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00060606)
	variant  5021/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 31)
		n1 false (test_time = 2.03985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000584841)
	variant  5022/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 30)
		n1 false (test_time = 2.01452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000569105)
	variant  5023/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 29)
		n1 false (test_time = 2.02455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000559092)
	variant  5024/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 28)
		n1 false (test_time = 2.00469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000524998)
	variant  5025/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 27)
		n1 false (test_time = 2.03295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000513077)
	variant  5026/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 26)
		n1 false (test_time = 2.04031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000504017)
	variant  5027/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 25)
		n1 false (test_time = 2.04699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000499964)
	variant  5028/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 24)
		n1 false (test_time = 2.13007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000459909)
	variant  5029/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 23)
		n1 false (test_time = 2.11101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000426054)
	variant  5030/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 22)
		n1 false (test_time = 2.20767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000435114)
	variant  5031/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 21)
		n1 false (test_time = 2.01323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000403881)
	variant  5032/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 20)
		n1 false (test_time = 2.03484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000375032)
	variant  5033/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 19)
		n1 false (test_time = 2.02428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000348091)
	variant  5034/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 18)
		n1 false (test_time = 2.05587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00033617)
	variant  5035/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 17)
		n1 false (test_time = 2.14295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000328064)
	variant  5036/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 16)
		n1 false (test_time = 2.01211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028491)
	variant  5037/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 15)
		n1 false (test_time = 2.04165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000307083)
	variant  5038/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 14)
		n1 false (test_time = 2.08366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265121)
	variant  5039/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 13)
		n1 false (test_time = 2.06437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241041)
	variant  5040/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 12)
		n1 false (test_time = 2.1374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208139)
	variant  5041/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 11)
		n1 false (test_time = 2.0543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200033)
	variant  5042/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 10)
		n1 false (test_time = 2.06127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0001719)
	variant  5043/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 9)
		n1 false (test_time = 2.00528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000153065)
	variant  5044/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 8)
		n1 false (test_time = 2.07673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000159025)
	variant  5045/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 7)
		n1 false (test_time = 1.98747)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000118971)
	variant  5046/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 6)
		n1 false (test_time = 2.03668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  5047/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 5)
		n1 false (test_time = 2.10688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-05)
	variant  5048/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 4)
		n1 false (test_time = 2.0673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.22001e-05)
	variant  5049/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 3)
		n1 false (test_time = 2.06907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  5050/26032 = ?(1,a(871,737)) ?(2,a(871,736)) ?(3,a(871,734)) ?(4,a(871,732)) ?(5,a(871,730)) ?(6,a(871,729)) ?(7,a(871,728)) ?(8,a(871,727)) ?(9,a(871,726)) ?(10,a(871,725)) ?(11,a(871,724)) ?(12,a(871,723)) ?(13,a(871,715)) ?(14,a(871,713)) ?(15,a(871,711)) ?(16,a(871,710)) ?(17,a(871,709)) ?(18,a(871,708)) ?(19,a(871,707)) ?(20,a(871,705)) ?(21,a(871,704)) ?(22,a(871,703)) ?(23,a(871,701)) ?(24,a(871,700)) ?(25,a(871,699)) ?(26,a(871,698)) ?(27,a(871,697)) ?(28,a(871,695)) ?(29,a(871,693)) ?(30,a(871,692)) ?(31,a(871,690)) ?(32,a(871,679)) ?(33,a(871,678)) ?(34,a(871,675)) ?(35,a(871,674)) ?(36,a(871,673)) ?(37,a(871,672)) ?(38,a(871,671)) ?(39,a(871,670)) ?(40,a(871,667)) ?(41,a(871,666)) ?(42,a(871,665)) ?(43,a(871,662)) ?(44,a(871,661)) ?(45,a(871,659)) ?(46,a(871,657)) ?(47,a(871,656)) ?(48,a(871,654)) ?(49,a(871,651)) ?(50,a(871,648))  (21 tests, cond 2)
		n1 false (test_time = 2.14938)
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 = 0.601078)
search: ww_adaptive: found best (time_taken = 0.00100207)
	variant  5051/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 1)
		n1 false (test_time = 2.79493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117111)
	variant  5052/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 50)
		n1 false (test_time = 2.09626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152493)
	variant  5053/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 49)
		n1 false (test_time = 2.12431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159812)
	variant  5054/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 48)
		n1 false (test_time = 2.06684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107884)
	variant  5055/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 47)
		n1 false (test_time = 2.11506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106502)
	variant  5056/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 46)
		n1 false (test_time = 2.14468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121188)
	variant  5057/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 45)
		n1 false (test_time = 2.07761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000979185)
	variant  5058/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 44)
		n1 false (test_time = 2.07821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000874996)
	variant  5059/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 43)
		n1 false (test_time = 2.06823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000849009)
	variant  5060/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 42)
		n1 false (test_time = 2.12397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00079608)
	variant  5061/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 41)
		n1 false (test_time = 2.10242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0008111)
	variant  5062/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 40)
		n1 false (test_time = 2.09112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000773191)
	variant  5063/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 39)
		n1 false (test_time = 2.0943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000967026)
	variant  5064/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 38)
		n1 false (test_time = 2.11519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000734091)
	variant  5065/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 37)
		n1 false (test_time = 2.068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00072217)
	variant  5066/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 36)
		n1 false (test_time = 2.1761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000808954)
	variant  5067/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 35)
		n1 false (test_time = 2.17394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00071907)
	variant  5068/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 34)
		n1 false (test_time = 2.32023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000696898)
	variant  5069/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 33)
		n1 false (test_time = 2.20149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000623941)
	variant  5070/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 32)
		n1 false (test_time = 2.22554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000650167)
	variant  5071/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 31)
		n1 false (test_time = 2.15194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627995)
	variant  5072/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 30)
		n1 false (test_time = 2.19295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000566006)
	variant  5073/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 29)
		n1 false (test_time = 2.32073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00064683)
	variant  5074/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 28)
		n1 false (test_time = 2.23171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000545025)
	variant  5075/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 27)
		n1 false (test_time = 2.24206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000577927)
	variant  5076/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 26)
		n1 false (test_time = 2.13247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000585079)
	variant  5077/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 25)
		n1 false (test_time = 2.14889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000468969)
	variant  5078/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 24)
		n1 false (test_time = 2.06757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000468016)
	variant  5079/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 23)
		n1 false (test_time = 2.10716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000451088)
	variant  5080/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 22)
		n1 false (test_time = 2.17065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000419855)
	variant  5081/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 21)
		n1 false (test_time = 2.11024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000401974)
	variant  5082/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 20)
		n1 false (test_time = 2.19435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000359058)
	variant  5083/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 19)
		n1 false (test_time = 2.0895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000571966)
	variant  5084/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 18)
		n1 false (test_time = 2.10094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000328064)
	variant  5085/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 17)
		n1 false (test_time = 2.10021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000354052)
	variant  5086/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 16)
		n1 false (test_time = 2.12068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000290871)
	variant  5087/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 15)
		n1 false (test_time = 2.0865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000283957)
	variant  5088/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 14)
		n1 false (test_time = 2.10176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000264883)
	variant  5089/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 13)
		n1 false (test_time = 2.10321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000222921)
	variant  5090/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 12)
		n1 false (test_time = 2.14674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000202894)
	variant  5091/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 11)
		n1 false (test_time = 2.06241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000190973)
	variant  5092/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 10)
		n1 false (test_time = 2.09653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000163078)
	variant  5093/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 9)
		n1 false (test_time = 2.17081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144005)
	variant  5094/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 8)
		n1 false (test_time = 2.14099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144958)
	variant  5095/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 7)
		n1 false (test_time = 2.19933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000115871)
	variant  5096/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 6)
		n1 false (test_time = 2.11623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  5097/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 5)
		n1 false (test_time = 2.14356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.41346e-05)
	variant  5098/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 4)
		n1 false (test_time = 2.16586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.6982e-05)
	variant  5099/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 3)
		n1 false (test_time = 2.08325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  5100/26032 = ?(1,a(871,647)) ?(2,a(871,646)) ?(3,a(871,645)) ?(4,a(871,644)) ?(5,a(871,643)) ?(6,a(871,642)) ?(7,a(871,641)) ?(8,a(871,619)) ?(9,a(871,618)) ?(10,a(871,598)) ?(11,a(871,597)) ?(12,a(871,587)) ?(13,a(871,584)) ?(14,a(871,515)) ?(15,a(870,882)) ?(16,a(870,881)) ?(17,a(870,874)) ?(18,a(870,873)) ?(19,a(870,872)) ?(20,a(870,869)) ?(21,a(870,867)) ?(22,a(870,865)) ?(23,a(870,852)) ?(24,a(870,845)) ?(25,a(870,841)) ?(26,a(870,838)) ?(27,a(870,837)) ?(28,a(870,836)) ?(29,a(870,833)) ?(30,a(870,823)) ?(31,a(870,822)) ?(32,a(870,821)) ?(33,a(870,820)) ?(34,a(870,818)) ?(35,a(870,816)) ?(36,a(870,811)) ?(37,a(870,805)) ?(38,a(870,803)) ?(39,a(870,802)) ?(40,a(870,799)) ?(41,a(870,798)) ?(42,a(870,789)) ?(43,a(870,788)) ?(44,a(870,786)) ?(45,a(870,785)) ?(46,a(870,784)) ?(47,a(870,780)) ?(48,a(870,779)) ?(49,a(870,777)) ?(50,a(870,775))  (21 tests, cond 2)
		n1 false (test_time = 2.12336)
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 = 0.560515)
search: ww_adaptive: found best (time_taken = 0.00107503)
	variant  5101/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 1)
		n1 false (test_time = 2.69839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00453997)
	variant  5102/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 50)
		n1 false (test_time = 2.15058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00577998)
	variant  5103/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 49)
		n1 false (test_time = 2.08849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205088)
	variant  5104/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 48)
		n1 false (test_time = 2.13379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225616)
	variant  5105/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 47)
		n1 false (test_time = 2.10011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00304103)
	variant  5106/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 46)
		n1 false (test_time = 2.16032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119019)
	variant  5107/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 45)
		n1 false (test_time = 2.06991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116301)
	variant  5108/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 44)
		n1 false (test_time = 2.09764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000846148)
	variant  5109/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 43)
		n1 false (test_time = 2.18179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00099206)
	variant  5110/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 42)
		n1 false (test_time = 2.18391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000899076)
	variant  5111/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 41)
		n1 false (test_time = 2.21179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000802994)
	variant  5112/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 40)
		n1 false (test_time = 2.08274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00077486)
	variant  5113/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 39)
		n1 false (test_time = 2.07709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000806093)
	variant  5114/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 38)
		n1 false (test_time = 2.0677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000924826)
	variant  5115/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 37)
		n1 false (test_time = 2.07755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00070405)
	variant  5116/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 36)
		n1 false (test_time = 2.0615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000681877)
	variant  5117/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 35)
		n1 false (test_time = 2.10669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000696898)
	variant  5118/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 34)
		n1 false (test_time = 2.18881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000674963)
	variant  5119/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 33)
		n1 false (test_time = 2.12608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000675917)
	variant  5120/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 32)
		n1 false (test_time = 2.13478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000616789)
	variant  5121/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 31)
		n1 false (test_time = 2.07854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000615835)
	variant  5122/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 30)
		n1 false (test_time = 2.0864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000568867)
	variant  5123/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 29)
		n1 false (test_time = 2.10724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000549078)
	variant  5124/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 28)
		n1 false (test_time = 2.04007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000527859)
	variant  5125/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 27)
		n1 false (test_time = 2.1268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000520945)
	variant  5126/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 26)
		n1 false (test_time = 2.12226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000505924)
	variant  5127/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 25)
		n1 false (test_time = 2.04522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000463963)
	variant  5128/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 24)
		n1 false (test_time = 2.09153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000461102)
	variant  5129/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 23)
		n1 false (test_time = 2.1055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000440121)
	variant  5130/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 22)
		n1 false (test_time = 2.09778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000405073)
	variant  5131/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 21)
		n1 false (test_time = 2.15299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000417948)
	variant  5132/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 20)
		n1 false (test_time = 2.11132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386953)
	variant  5133/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 19)
		n1 false (test_time = 2.02988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488997)
	variant  5134/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 18)
		n1 false (test_time = 2.08445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000325918)
	variant  5135/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 17)
		n1 false (test_time = 2.0597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000332832)
	variant  5136/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 16)
		n1 false (test_time = 2.17483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000296831)
	variant  5137/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 15)
		n1 false (test_time = 2.11698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000292063)
	variant  5138/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 14)
		n1 false (test_time = 2.15843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000263929)
	variant  5139/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 13)
		n1 false (test_time = 2.06143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000222921)
	variant  5140/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 12)
		n1 false (test_time = 2.25562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000216007)
	variant  5141/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 11)
		n1 false (test_time = 2.03751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000189066)
	variant  5142/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 10)
		n1 false (test_time = 2.04202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000182152)
	variant  5143/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 9)
		n1 false (test_time = 2.09311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000236988)
	variant  5144/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 8)
		n1 false (test_time = 2.10067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  5145/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 7)
		n1 false (test_time = 2.05124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000111818)
	variant  5146/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 6)
		n1 false (test_time = 2.11508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  5147/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 5)
		n1 false (test_time = 2.08282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.48906e-05)
	variant  5148/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 4)
		n1 false (test_time = 2.08775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.88758e-05)
	variant  5149/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 3)
		n1 false (test_time = 2.01613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  5150/26032 = ?(1,a(870,758)) ?(2,a(870,757)) ?(3,a(870,755)) ?(4,a(870,754)) ?(5,a(870,753)) ?(6,a(870,752)) ?(7,a(870,751)) ?(8,a(870,738)) ?(9,a(870,737)) ?(10,a(870,729)) ?(11,a(870,728)) ?(12,a(870,725)) ?(13,a(870,724)) ?(14,a(870,711)) ?(15,a(870,708)) ?(16,a(870,705)) ?(17,a(870,704)) ?(18,a(870,703)) ?(19,a(870,701)) ?(20,a(870,700)) ?(21,a(870,699)) ?(22,a(870,692)) ?(23,a(870,679)) ?(24,a(870,678)) ?(25,a(870,674)) ?(26,a(870,672)) ?(27,a(870,671)) ?(28,a(870,667)) ?(29,a(870,662)) ?(30,a(870,659)) ?(31,a(870,656)) ?(32,a(870,648)) ?(33,a(870,647)) ?(34,a(870,646)) ?(35,a(870,645)) ?(36,a(870,642)) ?(37,a(870,641)) ?(38,a(870,619)) ?(39,a(870,618)) ?(40,a(870,598)) ?(41,a(870,515)) ?(42,a(869,882)) ?(43,a(869,881)) ?(44,a(869,874)) ?(45,a(869,873)) ?(46,a(869,872)) ?(47,a(869,869)) ?(48,a(869,867)) ?(49,a(869,865)) ?(50,a(869,852))  (21 tests, cond 2)
		n1 false (test_time = 2.12382)
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 = 0.594523)
search: ww_adaptive: found best (time_taken = 0.00106788)
	variant  5151/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 1)
		n1 false (test_time = 2.80578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131989)
	variant  5152/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 50)
		n1 false (test_time = 2.09626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180817)
	variant  5153/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 49)
		n1 false (test_time = 2.07695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181389)
	variant  5154/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 48)
		n1 false (test_time = 2.10438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199199)
	variant  5155/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 47)
		n1 false (test_time = 2.0853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116086)
	variant  5156/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 46)
		n1 false (test_time = 2.09537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152493)
	variant  5157/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 45)
		n1 false (test_time = 2.08864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000952005)
	variant  5158/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 44)
		n1 false (test_time = 2.07918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000863075)
	variant  5159/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 43)
		n1 false (test_time = 2.10247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000868082)
	variant  5160/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 42)
		n1 false (test_time = 2.14122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000841141)
	variant  5161/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 41)
		n1 false (test_time = 2.12277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000812054)
	variant  5162/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 40)
		n1 false (test_time = 2.08659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00079298)
	variant  5163/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 39)
		n1 false (test_time = 2.19007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000770092)
	variant  5164/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 38)
		n1 false (test_time = 2.13473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000756025)
	variant  5165/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 37)
		n1 false (test_time = 2.13076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000721931)
	variant  5166/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 36)
		n1 false (test_time = 2.13927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000976801)
	variant  5167/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 35)
		n1 false (test_time = 2.14502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000671864)
	variant  5168/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 34)
		n1 false (test_time = 2.15001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000692844)
	variant  5169/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 33)
		n1 false (test_time = 2.13879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000642061)
	variant  5170/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 32)
		n1 false (test_time = 2.20141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000633955)
	variant  5171/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 31)
		n1 false (test_time = 2.14942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00071907)
	variant  5172/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 30)
		n1 false (test_time = 2.12172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000573158)
	variant  5173/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 29)
		n1 false (test_time = 2.08692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000567913)
	variant  5174/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 28)
		n1 false (test_time = 2.09033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000534058)
	variant  5175/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 27)
		n1 false (test_time = 2.15667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000522852)
	variant  5176/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 26)
		n1 false (test_time = 2.14815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00048995)
	variant  5177/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 25)
		n1 false (test_time = 2.10104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000469923)
	variant  5178/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 24)
		n1 false (test_time = 2.10576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000460863)
	variant  5179/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 23)
		n1 false (test_time = 2.16524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427008)
	variant  5180/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 22)
		n1 false (test_time = 2.20651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000425816)
	variant  5181/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 21)
		n1 false (test_time = 2.19851)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000402927)
	variant  5182/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 20)
		n1 false (test_time = 2.22252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000388145)
	variant  5183/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 19)
		n1 false (test_time = 2.08054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000397921)
	variant  5184/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 18)
		n1 false (test_time = 2.10918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000332117)
	variant  5185/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 17)
		n1 false (test_time = 2.14303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000326157)
	variant  5186/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 16)
		n1 false (test_time = 2.12756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000303984)
	variant  5187/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 15)
		n1 false (test_time = 2.14011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000299931)
	variant  5188/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 14)
		n1 false (test_time = 2.16894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257969)
	variant  5189/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 13)
		n1 false (test_time = 2.14599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000447989)
	variant  5190/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 12)
		n1 false (test_time = 2.23838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000221014)
	variant  5191/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 11)
		n1 false (test_time = 2.18104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant  5192/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 10)
		n1 false (test_time = 2.18373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000173092)
	variant  5193/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 9)
		n1 false (test_time = 2.14445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144005)
	variant  5194/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 8)
		n1 false (test_time = 2.13897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000138044)
	variant  5195/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 7)
		n1 false (test_time = 2.15347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000106096)
	variant  5196/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 6)
		n1 false (test_time = 2.14759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.51154e-05)
	variant  5197/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 5)
		n1 false (test_time = 2.27454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  5198/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 4)
		n1 false (test_time = 2.16964)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.29153e-05)
	variant  5199/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 3)
		n1 false (test_time = 2.14487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  5200/26032 = ?(1,a(869,845)) ?(2,a(869,841)) ?(3,a(869,838)) ?(4,a(869,837)) ?(5,a(869,836)) ?(6,a(869,833)) ?(7,a(869,823)) ?(8,a(869,822)) ?(9,a(869,821)) ?(10,a(869,820)) ?(11,a(869,818)) ?(12,a(869,816)) ?(13,a(869,811)) ?(14,a(869,805)) ?(15,a(869,803)) ?(16,a(869,802)) ?(17,a(869,799)) ?(18,a(869,798)) ?(19,a(869,789)) ?(20,a(869,788)) ?(21,a(869,786)) ?(22,a(869,785)) ?(23,a(869,784)) ?(24,a(869,780)) ?(25,a(869,779)) ?(26,a(869,777)) ?(27,a(869,775)) ?(28,a(869,758)) ?(29,a(869,757)) ?(30,a(869,755)) ?(31,a(869,754)) ?(32,a(869,753)) ?(33,a(869,752)) ?(34,a(869,751)) ?(35,a(869,738)) ?(36,a(869,737)) ?(37,a(869,729)) ?(38,a(869,728)) ?(39,a(869,725)) ?(40,a(869,724)) ?(41,a(869,711)) ?(42,a(869,708)) ?(43,a(869,705)) ?(44,a(869,704)) ?(45,a(869,703)) ?(46,a(869,701)) ?(47,a(869,700)) ?(48,a(869,699)) ?(49,a(869,692)) ?(50,a(869,679))  (21 tests, cond 2)
		n1 false (test_time = 2.21233)
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 = 0.592969)
search: ww_adaptive: found best (time_taken = 0.001266)
	variant  5201/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 1)
		n1 false (test_time = 2.84059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242591)
	variant  5202/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 50)
		n1 false (test_time = 2.0853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013032)
	variant  5203/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 49)
		n1 false (test_time = 2.09286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010438)
	variant  5204/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 48)
		n1 false (test_time = 2.13166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128889)
	variant  5205/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 47)
		n1 false (test_time = 2.12597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191379)
	variant  5206/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 46)
		n1 false (test_time = 2.14533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115895)
	variant  5207/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 45)
		n1 false (test_time = 2.09946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00087595)
	variant  5208/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 44)
		n1 false (test_time = 2.05037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000874996)
	variant  5209/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 43)
		n1 false (test_time = 2.04274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000839949)
	variant  5210/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 42)
		n1 false (test_time = 2.12735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000820875)
	variant  5211/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 41)
		n1 false (test_time = 2.08298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00082612)
	variant  5212/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 40)
		n1 false (test_time = 2.07714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000779152)
	variant  5213/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 39)
		n1 false (test_time = 2.17417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000788927)
	variant  5214/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 38)
		n1 false (test_time = 2.12801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000739098)
	variant  5215/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 37)
		n1 false (test_time = 2.19317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000729084)
	variant  5216/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 36)
		n1 false (test_time = 2.20947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000740051)
	variant  5217/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 35)
		n1 false (test_time = 2.07663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00068593)
	variant  5218/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 34)
		n1 false (test_time = 2.08783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000650167)
	variant  5219/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 33)
		n1 false (test_time = 2.02451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000648975)
	variant  5220/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 32)
		n1 false (test_time = 2.16033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000620127)
	variant  5221/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 31)
		n1 false (test_time = 2.04347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000605106)
	variant  5222/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 30)
		n1 false (test_time = 2.05913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000631094)
	variant  5223/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 29)
		n1 false (test_time = 2.01421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000537157)
	variant  5224/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 28)
		n1 false (test_time = 2.0242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00052309)
	variant  5225/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 27)
		n1 false (test_time = 2.04394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000524998)
	variant  5226/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 26)
		n1 false (test_time = 2.03006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00049901)
	variant  5227/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 25)
		n1 false (test_time = 2.0676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00047183)
	variant  5228/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 24)
		n1 false (test_time = 2.04844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000460148)
	variant  5229/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 23)
		n1 false (test_time = 2.06199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000434875)
	variant  5230/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 22)
		n1 false (test_time = 2.13171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000539064)
	variant  5231/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 21)
		n1 false (test_time = 2.09083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000385046)
	variant  5232/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 20)
		n1 false (test_time = 2.1227)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000372887)
	variant  5233/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 19)
		n1 false (test_time = 2.08989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000375032)
	variant  5234/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 18)
		n1 false (test_time = 2.03624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000392914)
	variant  5235/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 17)
		n1 false (test_time = 2.09598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000313997)
	variant  5236/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 16)
		n1 false (test_time = 2.08272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030899)
	variant  5237/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 15)
		n1 false (test_time = 2.04085)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000262976)
	variant  5238/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 14)
		n1 false (test_time = 2.09912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257015)
	variant  5239/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 13)
		n1 false (test_time = 2.13688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000227928)
	variant  5240/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 12)
		n1 false (test_time = 2.15973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000216007)
	variant  5241/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 11)
		n1 false (test_time = 2.08339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000190973)
	variant  5242/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 10)
		n1 false (test_time = 2.09618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000183105)
	variant  5243/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 9)
		n1 false (test_time = 2.11252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000152111)
	variant  5244/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 8)
		n1 false (test_time = 2.25663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133038)
	variant  5245/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 7)
		n1 false (test_time = 2.05794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000112057)
	variant  5246/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 6)
		n1 false (test_time = 2.10123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000100136)
	variant  5247/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 5)
		n1 false (test_time = 2.03536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.00951e-05)
	variant  5248/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 4)
		n1 false (test_time = 2.17903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.29425e-05)
	variant  5249/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 3)
		n1 false (test_time = 2.02142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  5250/26032 = ?(1,a(869,678)) ?(2,a(869,674)) ?(3,a(869,672)) ?(4,a(869,671)) ?(5,a(869,667)) ?(6,a(869,662)) ?(7,a(869,659)) ?(8,a(869,656)) ?(9,a(869,648)) ?(10,a(869,647)) ?(11,a(869,646)) ?(12,a(869,645)) ?(13,a(869,642)) ?(14,a(869,641)) ?(15,a(869,619)) ?(16,a(869,618)) ?(17,a(869,598)) ?(18,a(869,515)) ?(19,a(868,882)) ?(20,a(868,881)) ?(21,a(868,880)) ?(22,a(868,877)) ?(23,a(868,876)) ?(24,a(868,874)) ?(25,a(868,873)) ?(26,a(868,872)) ?(27,a(868,871)) ?(28,a(868,870)) ?(29,a(868,869)) ?(30,a(868,867)) ?(31,a(868,865)) ?(32,a(868,854)) ?(33,a(868,853)) ?(34,a(868,852)) ?(35,a(868,845)) ?(36,a(868,841)) ?(37,a(868,839)) ?(38,a(868,838)) ?(39,a(868,837)) ?(40,a(868,836)) ?(41,a(868,833)) ?(42,a(868,831)) ?(43,a(868,823)) ?(44,a(868,822)) ?(45,a(868,821)) ?(46,a(868,820)) ?(47,a(868,819)) ?(48,a(868,818)) ?(49,a(868,816)) ?(50,a(868,815))  (21 tests, cond 2)
		n1 false (test_time = 2.16023)
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 = 0.591016)
search: ww_adaptive: found best (time_taken = 0.00138521)
	variant  5251/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 1)
		n1 false (test_time = 2.76351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00186086)
	variant  5252/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 50)
		n1 false (test_time = 2.27033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0024271)
	variant  5253/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 49)
		n1 false (test_time = 181.748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010848)
	variant  5254/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 48)
		n1 false (test_time = 2.21697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010941)
	variant  5255/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 47)
		n1 false (test_time = 2.08934)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015161)
	variant  5256/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 46)
		n1 false (test_time = 2.18326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0009799)
	variant  5257/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 45)
		n1 false (test_time = 2.15481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000886917)
	variant  5258/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 44)
		n1 false (test_time = 2.32064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000878096)
	variant  5259/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 43)
		n1 false (test_time = 2.157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000829935)
	variant  5260/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 42)
		n1 false (test_time = 2.25277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000828981)
	variant  5261/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 41)
		n1 false (test_time = 2.15671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00079608)
	variant  5262/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 40)
		n1 false (test_time = 2.2543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000794888)
	variant  5263/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 39)
		n1 false (test_time = 2.12637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000797987)
	variant  5264/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 38)
		n1 false (test_time = 2.1426)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000752926)
	variant  5265/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 37)
		n1 false (test_time = 2.1904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000708103)
	variant  5266/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 36)
		n1 false (test_time = 2.15437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000715971)
	variant  5267/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 35)
		n1 false (test_time = 2.31789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000671864)
	variant  5268/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 34)
		n1 false (test_time = 2.20425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000654936)
	variant  5269/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 33)
		n1 false (test_time = 2.27723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000946045)
	variant  5270/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 32)
		n1 false (test_time = 2.28506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000747919)
	variant  5271/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 31)
		n1 false (test_time = 2.21027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000591993)
	variant  5272/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 30)
		n1 false (test_time = 2.15374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000697851)
	variant  5273/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 29)
		n1 false (test_time = 2.25293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000760078)
	variant  5274/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 28)
		n1 false (test_time = 2.25917)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000528097)
	variant  5275/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 27)
		n1 false (test_time = 2.23016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000636816)
	variant  5276/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 26)
		n1 false (test_time = 2.23074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00049901)
	variant  5277/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 25)
		n1 false (test_time = 2.19101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000479937)
	variant  5278/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 24)
		n1 false (test_time = 2.29598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000463009)
	variant  5279/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 23)
		n1 false (test_time = 2.21638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000444174)
	variant  5280/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 22)
		n1 false (test_time = 2.26319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000401974)
	variant  5281/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 21)
		n1 false (test_time = 2.16924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000406027)
	variant  5282/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 20)
		n1 false (test_time = 2.1349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000374079)
	variant  5283/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 19)
		n1 false (test_time = 2.16936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000360012)
	variant  5284/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 18)
		n1 false (test_time = 2.12376)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000317812)
	variant  5285/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 17)
		n1 false (test_time = 2.1323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000326157)
	variant  5286/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 16)
		n1 false (test_time = 2.13856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000283003)
	variant  5287/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 15)
		n1 false (test_time = 2.18376)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000279903)
	variant  5288/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 14)
		n1 false (test_time = 2.21894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257015)
	variant  5289/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 13)
		n1 false (test_time = 2.17363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000224113)
	variant  5290/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 12)
		n1 false (test_time = 2.20821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000218868)
	variant  5291/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 11)
		n1 false (test_time = 2.1638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000196934)
	variant  5292/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 10)
		n1 false (test_time = 2.16884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000176907)
	variant  5293/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 9)
		n1 false (test_time = 2.15078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000184059)
	variant  5294/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 8)
		n1 false (test_time = 2.21387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000141859)
	variant  5295/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 7)
		n1 false (test_time = 2.19662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000118017)
	variant  5296/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 6)
		n1 false (test_time = 2.2644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00012517)
	variant  5297/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 5)
		n1 false (test_time = 2.18762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.51019e-05)
	variant  5298/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 4)
		n1 false (test_time = 2.18984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.98431e-05)
	variant  5299/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 3)
		n1 false (test_time = 2.20565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  5300/26032 = ?(1,a(868,814)) ?(2,a(868,811)) ?(3,a(868,805)) ?(4,a(868,803)) ?(5,a(868,802)) ?(6,a(868,801)) ?(7,a(868,799)) ?(8,a(868,798)) ?(9,a(868,790)) ?(10,a(868,789)) ?(11,a(868,788)) ?(12,a(868,787)) ?(13,a(868,786)) ?(14,a(868,785)) ?(15,a(868,784)) ?(16,a(868,781)) ?(17,a(868,780)) ?(18,a(868,779)) ?(19,a(868,778)) ?(20,a(868,777)) ?(21,a(868,776)) ?(22,a(868,775)) ?(23,a(868,759)) ?(24,a(868,758)) ?(25,a(868,757)) ?(26,a(868,756)) ?(27,a(868,755)) ?(28,a(868,754)) ?(29,a(868,753)) ?(30,a(868,752)) ?(31,a(868,751)) ?(32,a(868,738)) ?(33,a(868,737)) ?(34,a(868,736)) ?(35,a(868,734)) ?(36,a(868,732)) ?(37,a(868,730)) ?(38,a(868,729)) ?(39,a(868,728)) ?(40,a(868,727)) ?(41,a(868,726)) ?(42,a(868,725)) ?(43,a(868,724)) ?(44,a(868,723)) ?(45,a(868,715)) ?(46,a(868,713)) ?(47,a(868,711)) ?(48,a(868,710)) ?(49,a(868,709)) ?(50,a(868,708))  (21 tests, cond 2)
		n1 false (test_time = 2.25803)
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 = 0.58142)
search: ww_adaptive: found best (time_taken = 0.00104594)
	variant  5301/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 1)
		n1 false (test_time = 2.81459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154209)
	variant  5302/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 50)
		n1 false (test_time = 2.07848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151706)
	variant  5303/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 49)
		n1 false (test_time = 2.10676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151205)
	variant  5304/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 48)
		n1 false (test_time = 2.10469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183511)
	variant  5305/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 47)
		n1 false (test_time = 2.1057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213695)
	variant  5306/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 46)
		n1 false (test_time = 2.08995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103307)
	variant  5307/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 45)
		n1 false (test_time = 2.14803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00087595)
	variant  5308/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 44)
		n1 false (test_time = 2.0588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000849009)
	variant  5309/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 43)
		n1 false (test_time = 2.09561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00084281)
	variant  5310/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 42)
		n1 false (test_time = 2.12673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000823021)
	variant  5311/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 41)
		n1 false (test_time = 2.08691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000797987)
	variant  5312/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 40)
		n1 false (test_time = 2.14616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000778913)
	variant  5313/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 39)
		n1 false (test_time = 2.08737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000763178)
	variant  5314/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 38)
		n1 false (test_time = 2.17978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000717163)
	variant  5315/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 37)
		n1 false (test_time = 2.08678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000711918)
	variant  5316/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 36)
		n1 false (test_time = 2.08795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000732899)
	variant  5317/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 35)
		n1 false (test_time = 2.03889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000787973)
	variant  5318/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 34)
		n1 false (test_time = 2.05341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000684023)
	variant  5319/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 33)
		n1 false (test_time = 2.16499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000643969)
	variant  5320/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 32)
		n1 false (test_time = 2.23613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000891924)
	variant  5321/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 31)
		n1 false (test_time = 2.22059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000590086)
	variant  5322/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 30)
		n1 false (test_time = 2.27293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000603914)
	variant  5323/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 29)
		n1 false (test_time = 2.17332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000547171)
	variant  5324/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 28)
		n1 false (test_time = 2.29605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000515938)
	variant  5325/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 27)
		n1 false (test_time = 2.23428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000664949)
	variant  5326/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 26)
		n1 false (test_time = 2.23183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000520945)
	variant  5327/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 25)
		n1 false (test_time = 2.12901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000545025)
	variant  5328/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 24)
		n1 false (test_time = 2.35139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000451088)
	variant  5329/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 23)
		n1 false (test_time = 2.23517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427961)
	variant  5330/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 22)
		n1 false (test_time = 2.28183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000427008)
	variant  5331/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 21)
		n1 false (test_time = 2.25821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000387192)
	variant  5332/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 20)
		n1 false (test_time = 2.18323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000369072)
	variant  5333/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 19)
		n1 false (test_time = 2.09744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000357866)
	variant  5334/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 18)
		n1 false (test_time = 2.07213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000380039)
	variant  5335/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 17)
		n1 false (test_time = 2.09489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000325918)
	variant  5336/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 16)
		n1 false (test_time = 2.07154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000306129)
	variant  5337/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 15)
		n1 false (test_time = 2.20631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000262976)
	variant  5338/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 14)
		n1 false (test_time = 2.07003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000250816)
	variant  5339/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 13)
		n1 false (test_time = 2.1975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226974)
	variant  5340/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 12)
		n1 false (test_time = 2.1176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0002141)
	variant  5341/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 11)
		n1 false (test_time = 2.11096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant  5342/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 10)
		n1 false (test_time = 2.12298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000195026)
	variant  5343/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 9)
		n1 false (test_time = 2.12256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000157118)
	variant  5344/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 8)
		n1 false (test_time = 2.11096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000156164)
	variant  5345/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 7)
		n1 false (test_time = 2.0712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000120878)
	variant  5346/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 6)
		n1 false (test_time = 2.0628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.89437e-05)
	variant  5347/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 5)
		n1 false (test_time = 2.09721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.60691e-05)
	variant  5348/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 4)
		n1 false (test_time = 2.123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.91278e-05)
	variant  5349/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 3)
		n1 false (test_time = 2.172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  5350/26032 = ?(1,a(868,707)) ?(2,a(868,705)) ?(3,a(868,704)) ?(4,a(868,703)) ?(5,a(868,701)) ?(6,a(868,700)) ?(7,a(868,699)) ?(8,a(868,698)) ?(9,a(868,697)) ?(10,a(868,695)) ?(11,a(868,693)) ?(12,a(868,692)) ?(13,a(868,690)) ?(14,a(868,679)) ?(15,a(868,678)) ?(16,a(868,675)) ?(17,a(868,674)) ?(18,a(868,673)) ?(19,a(868,672)) ?(20,a(868,671)) ?(21,a(868,670)) ?(22,a(868,667)) ?(23,a(868,666)) ?(24,a(868,665)) ?(25,a(868,662)) ?(26,a(868,661)) ?(27,a(868,659)) ?(28,a(868,657)) ?(29,a(868,656)) ?(30,a(868,654)) ?(31,a(868,651)) ?(32,a(868,648)) ?(33,a(868,647)) ?(34,a(868,646)) ?(35,a(868,645)) ?(36,a(868,644)) ?(37,a(868,643)) ?(38,a(868,642)) ?(39,a(868,641)) ?(40,a(868,619)) ?(41,a(868,618)) ?(42,a(868,598)) ?(43,a(868,597)) ?(44,a(868,587)) ?(45,a(868,584)) ?(46,a(868,515)) ?(47,a(855,882)) ?(48,a(855,881)) ?(49,a(855,880)) ?(50,a(855,877))  (21 tests, cond 2)
		n1 false (test_time = 2.14465)
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 = 0.586159)
search: ww_adaptive: found best (time_taken = 0.001091)
	variant  5351/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 1)
		n1 false (test_time = 2.79522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156999)
	variant  5352/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 50)
		n1 false (test_time = 2.05536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180101)
	variant  5353/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 49)
		n1 false (test_time = 2.01233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010922)
	variant  5354/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 48)
		n1 false (test_time = 2.03665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166917)
	variant  5355/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 47)
		n1 false (test_time = 2.04854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149417)
	variant  5356/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 46)
		n1 false (test_time = 2.01709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137782)
	variant  5357/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 45)
		n1 false (test_time = 2.02585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000862837)
	variant  5358/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 44)
		n1 false (test_time = 2.01877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000834942)
	variant  5359/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 43)
		n1 false (test_time = 2.02003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000833988)
	variant  5360/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 42)
		n1 false (test_time = 2.1358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000833035)
	variant  5361/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 41)
		n1 false (test_time = 2.02639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000883818)
	variant  5362/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 40)
		n1 false (test_time = 1.99474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000786066)
	variant  5363/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 39)
		n1 false (test_time = 2.05083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000746012)
	variant  5364/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 38)
		n1 false (test_time = 2.03778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000760078)
	variant  5365/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 37)
		n1 false (test_time = 2.05507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000711918)
	variant  5366/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 36)
		n1 false (test_time = 2.01192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000977039)
	variant  5367/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 35)
		n1 false (test_time = 2.03212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000718117)
	variant  5368/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 34)
		n1 false (test_time = 1.98136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000699997)
	variant  5369/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 33)
		n1 false (test_time = 1.99561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000627041)
	variant  5370/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 32)
		n1 false (test_time = 2.07205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000597)
	variant  5371/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 31)
		n1 false (test_time = 2.05405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000592947)
	variant  5372/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 30)
		n1 false (test_time = 2.10319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000575781)
	variant  5373/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 29)
		n1 false (test_time = 2.00792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000558853)
	variant  5374/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 28)
		n1 false (test_time = 2.02212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000594139)
	variant  5375/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 27)
		n1 false (test_time = 2.02763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000525951)
	variant  5376/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 26)
		n1 false (test_time = 2.08349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000503063)
	variant  5377/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 25)
		n1 false (test_time = 2.10241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000542879)
	variant  5378/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 24)
		n1 false (test_time = 2.07448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000567913)
	variant  5379/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 23)
		n1 false (test_time = 2.07425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000466108)
	variant  5380/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 22)
		n1 false (test_time = 2.07848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000439167)
	variant  5381/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 21)
		n1 false (test_time = 2.03186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000468016)
	variant  5382/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 20)
		n1 false (test_time = 1.97516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00039506)
	variant  5383/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 19)
		n1 false (test_time = 1.99795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000346184)
	variant  5384/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 18)
		n1 false (test_time = 2.00426)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000351906)
	variant  5385/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 17)
		n1 false (test_time = 1.97861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000340939)
	variant  5386/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 16)
		n1 false (test_time = 2.0503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000406981)
	variant  5387/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 15)
		n1 false (test_time = 1.97607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000270128)
	variant  5388/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 14)
		n1 false (test_time = 2.0247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257969)
	variant  5389/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 13)
		n1 false (test_time = 2.02229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000225067)
	variant  5390/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 12)
		n1 false (test_time = 2.05536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211954)
	variant  5391/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 11)
		n1 false (test_time = 2.00525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208855)
	variant  5392/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 10)
		n1 false (test_time = 2.00553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000189066)
	variant  5393/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 9)
		n1 false (test_time = 1.98938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000910997)
	variant  5394/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 8)
		n1 false (test_time = 1.9797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195599)
	variant  5395/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 7)
		n1 false (test_time = 1.96332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00268984)
	variant  5396/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 6)
		n1 false (test_time = 2.00668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00432777)
	variant  5397/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 5)
		n1 false (test_time = 2.01645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208688)
	variant  5398/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 4)
		n1 false (test_time = 2.08159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179291)
	variant  5399/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 3)
		n1 false (test_time = 2.02971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.82149e-06)
	variant  5400/26032 = ?(1,a(855,876)) ?(2,a(855,874)) ?(3,a(855,873)) ?(4,a(855,872)) ?(5,a(855,871)) ?(6,a(855,870)) ?(7,a(855,869)) ?(8,a(855,867)) ?(9,a(855,865)) ?(10,a(855,854)) ?(11,a(855,853)) ?(12,a(855,852)) ?(13,a(855,845)) ?(14,a(855,841)) ?(15,a(855,839)) ?(16,a(855,838)) ?(17,a(855,837)) ?(18,a(855,836)) ?(19,a(855,833)) ?(20,a(855,831)) ?(21,a(855,823)) ?(22,a(855,822)) ?(23,a(855,821)) ?(24,a(855,820)) ?(25,a(855,819)) ?(26,a(855,818)) ?(27,a(855,816)) ?(28,a(855,815)) ?(29,a(855,814)) ?(30,a(855,811)) ?(31,a(855,805)) ?(32,a(855,803)) ?(33,a(855,802)) ?(34,a(855,801)) ?(35,a(855,799)) ?(36,a(855,798)) ?(37,a(855,790)) ?(38,a(855,789)) ?(39,a(855,788)) ?(40,a(855,787)) ?(41,a(855,786)) ?(42,a(855,785)) ?(43,a(855,784)) ?(44,a(855,781)) ?(45,a(855,780)) ?(46,a(855,779)) ?(47,a(855,778)) ?(48,a(855,777)) ?(49,a(855,776)) ?(50,a(855,775))  (21 tests, cond 2)
		n1 false (test_time = 2.03578)
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 = 0.571055)
search: ww_adaptive: found best (time_taken = 0.00111318)
	variant  5401/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 1)
		n1 false (test_time = 2.66118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180292)
	variant  5402/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 50)
		n1 false (test_time = 1.99489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100899)
	variant  5403/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 49)
		n1 false (test_time = 2.02946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152802)
	variant  5404/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 48)
		n1 false (test_time = 2.0782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010519)
	variant  5405/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 47)
		n1 false (test_time = 2.08768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136113)
	variant  5406/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 46)
		n1 false (test_time = 2.07018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107789)
	variant  5407/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 45)
		n1 false (test_time = 2.01524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00087285)
	variant  5408/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 44)
		n1 false (test_time = 2.05506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000880957)
	variant  5409/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 43)
		n1 false (test_time = 2.02608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000854015)
	variant  5410/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 42)
		n1 false (test_time = 2.04417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000844002)
	variant  5411/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 41)
		n1 false (test_time = 2.05209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000798941)
	variant  5412/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 40)
		n1 false (test_time = 2.10429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000800133)
	variant  5413/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 39)
		n1 false (test_time = 2.06477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000748158)
	variant  5414/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 38)
		n1 false (test_time = 2.01066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000743866)
	variant  5415/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 37)
		n1 false (test_time = 2.01575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000705004)
	variant  5416/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 36)
		n1 false (test_time = 2.00404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000710964)
	variant  5417/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 35)
		n1 false (test_time = 2.03631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119615)
	variant  5418/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 34)
		n1 false (test_time = 2.04754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152111)
	variant  5419/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 33)
		n1 false (test_time = 1.99451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141191)
	variant  5420/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 32)
		n1 false (test_time = 2.0455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122809)
	variant  5421/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 31)
		n1 false (test_time = 2.0025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122809)
	variant  5422/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 30)
		n1 false (test_time = 2.03576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128913)
	variant  5423/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 29)
		n1 false (test_time = 2.00566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131798)
	variant  5424/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 28)
		n1 false (test_time = 2.01429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012989)
	variant  5425/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 27)
		n1 false (test_time = 2.01069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159812)
	variant  5426/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 26)
		n1 false (test_time = 2.00874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153303)
	variant  5427/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 25)
		n1 false (test_time = 2.06752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228596)
	variant  5428/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 24)
		n1 false (test_time = 2.01157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109887)
	variant  5429/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 23)
		n1 false (test_time = 2.01402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125813)
	variant  5430/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 22)
		n1 false (test_time = 2.0626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239706)
	variant  5431/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 21)
		n1 false (test_time = 1.96847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114179)
	variant  5432/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 20)
		n1 false (test_time = 2.143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000962019)
	variant  5433/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 19)
		n1 false (test_time = 2.08175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983953)
	variant  5434/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 18)
		n1 false (test_time = 2.01336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000984907)
	variant  5435/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 17)
		n1 false (test_time = 2.09818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000926971)
	variant  5436/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 16)
		n1 false (test_time = 2.04451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000960112)
	variant  5437/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 15)
		n1 false (test_time = 1.99056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000904083)
	variant  5438/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 14)
		n1 false (test_time = 1.9834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00089407)
	variant  5439/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 13)
		n1 false (test_time = 2.03982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000947952)
	variant  5440/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 12)
		n1 false (test_time = 2.00856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109601)
	variant  5441/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 11)
		n1 false (test_time = 2.03378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102806)
	variant  5442/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 10)
		n1 false (test_time = 2.02153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000797033)
	variant  5443/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 9)
		n1 false (test_time = 2.0366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103688)
	variant  5444/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 8)
		n1 false (test_time = 1.99714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000798941)
	variant  5445/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 7)
		n1 false (test_time = 2.04469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212383)
	variant  5446/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 6)
		n1 false (test_time = 2.0369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00396299)
	variant  5447/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 5)
		n1 false (test_time = 2.00872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00367498)
	variant  5448/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 4)
		n1 false (test_time = 2.01814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212002)
	variant  5449/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 3)
		n1 false (test_time = 1.99296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.09673e-05)
	variant  5450/26032 = ?(1,a(855,759)) ?(2,a(855,758)) ?(3,a(855,757)) ?(4,a(855,756)) ?(5,a(855,755)) ?(6,a(855,754)) ?(7,a(855,753)) ?(8,a(855,752)) ?(9,a(855,751)) ?(10,a(855,738)) ?(11,a(855,737)) ?(12,a(855,736)) ?(13,a(855,734)) ?(14,a(855,732)) ?(15,a(855,730)) ?(16,a(855,729)) ?(17,a(855,728)) ?(18,a(855,727)) ?(19,a(855,726)) ?(20,a(855,725)) ?(21,a(855,724)) ?(22,a(855,723)) ?(23,a(855,715)) ?(24,a(855,713)) ?(25,a(855,711)) ?(26,a(855,710)) ?(27,a(855,709)) ?(28,a(855,708)) ?(29,a(855,707)) ?(30,a(855,705)) ?(31,a(855,704)) ?(32,a(855,703)) ?(33,a(855,701)) ?(34,a(855,700)) ?(35,a(855,699)) ?(36,a(855,698)) ?(37,a(855,697)) ?(38,a(855,695)) ?(39,a(855,693)) ?(40,a(855,692)) ?(41,a(855,690)) ?(42,a(855,679)) ?(43,a(855,678)) ?(44,a(855,675)) ?(45,a(855,674)) ?(46,a(855,673)) ?(47,a(855,672)) ?(48,a(855,671)) ?(49,a(855,670)) ?(50,a(855,667))  (21 tests, cond 2)
		n1 false (test_time = 2.07516)
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 = 0.557908)
search: ww_adaptive: found best (time_taken = 0.00112987)
	variant  5451/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 1)
		n1 false (test_time = 2.74503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245309)
	variant  5452/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 50)
		n1 false (test_time = 2.08986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00280905)
	variant  5453/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 49)
		n1 false (test_time = 2.04179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170422)
	variant  5454/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 48)
		n1 false (test_time = 2.0606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187206)
	variant  5455/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 47)
		n1 false (test_time = 2.08137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178099)
	variant  5456/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 46)
		n1 false (test_time = 2.08456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230789)
	variant  5457/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 45)
		n1 false (test_time = 2.06332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198507)
	variant  5458/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 44)
		n1 false (test_time = 2.06254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015831)
	variant  5459/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 43)
		n1 false (test_time = 2.26712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159407)
	variant  5460/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 42)
		n1 false (test_time = 2.08198)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153804)
	variant  5461/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 41)
		n1 false (test_time = 2.03535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220919)
	variant  5462/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 40)
		n1 false (test_time = 2.0621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152087)
	variant  5463/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 39)
		n1 false (test_time = 2.05806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153494)
	variant  5464/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 38)
		n1 false (test_time = 2.11491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156498)
	variant  5465/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 37)
		n1 false (test_time = 2.0706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001369)
	variant  5466/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 36)
		n1 false (test_time = 2.05704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016191)
	variant  5467/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 35)
		n1 false (test_time = 2.07893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129795)
	variant  5468/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 34)
		n1 false (test_time = 2.0414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145602)
	variant  5469/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 33)
		n1 false (test_time = 2.10353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137901)
	variant  5470/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 32)
		n1 false (test_time = 2.10766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128913)
	variant  5471/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 31)
		n1 false (test_time = 2.19455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131202)
	variant  5472/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 30)
		n1 false (test_time = 2.08613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125694)
	variant  5473/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 29)
		n1 false (test_time = 2.12226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117588)
	variant  5474/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 28)
		n1 false (test_time = 2.10152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145197)
	variant  5475/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 27)
		n1 false (test_time = 2.05206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157309)
	variant  5476/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 26)
		n1 false (test_time = 2.06199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132489)
	variant  5477/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 25)
		n1 false (test_time = 2.08264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145292)
	variant  5478/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 24)
		n1 false (test_time = 2.08789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206208)
	variant  5479/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 23)
		n1 false (test_time = 2.05338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138092)
	variant  5480/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 22)
		n1 false (test_time = 2.22574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112486)
	variant  5481/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 21)
		n1 false (test_time = 2.02611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102305)
	variant  5482/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 20)
		n1 false (test_time = 2.08781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000957966)
	variant  5483/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 19)
		n1 false (test_time = 2.10273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000995874)
	variant  5484/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 18)
		n1 false (test_time = 2.07924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000941038)
	variant  5485/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 17)
		n1 false (test_time = 2.12968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000940084)
	variant  5486/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 16)
		n1 false (test_time = 2.07562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000968933)
	variant  5487/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 15)
		n1 false (test_time = 2.25468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000905037)
	variant  5488/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 14)
		n1 false (test_time = 2.12145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115299)
	variant  5489/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 13)
		n1 false (test_time = 2.1438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010941)
	variant  5490/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 12)
		n1 false (test_time = 2.14269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000827074)
	variant  5491/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 11)
		n1 false (test_time = 2.13068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012989)
	variant  5492/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 10)
		n1 false (test_time = 2.11258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170398)
	variant  5493/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 9)
		n1 false (test_time = 2.07879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178909)
	variant  5494/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 8)
		n1 false (test_time = 2.09023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00534201)
	variant  5495/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 7)
		n1 false (test_time = 2.12286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00314021)
	variant  5496/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 6)
		n1 false (test_time = 2.10336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00257111)
	variant  5497/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 5)
		n1 false (test_time = 2.08659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00186706)
	variant  5498/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 4)
		n1 false (test_time = 2.11148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180197)
	variant  5499/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 3)
		n1 false (test_time = 2.17249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  5500/26032 = ?(1,a(855,666)) ?(2,a(855,665)) ?(3,a(855,662)) ?(4,a(855,661)) ?(5,a(855,659)) ?(6,a(855,657)) ?(7,a(855,656)) ?(8,a(855,654)) ?(9,a(855,651)) ?(10,a(855,648)) ?(11,a(855,647)) ?(12,a(855,646)) ?(13,a(855,645)) ?(14,a(855,644)) ?(15,a(855,643)) ?(16,a(855,642)) ?(17,a(855,641)) ?(18,a(855,619)) ?(19,a(855,618)) ?(20,a(855,598)) ?(21,a(855,597)) ?(22,a(855,587)) ?(23,a(855,584)) ?(24,a(855,515)) ?(25,a(854,882)) ?(26,a(854,881)) ?(27,a(854,880)) ?(28,a(854,877)) ?(29,a(854,876)) ?(30,a(854,874)) ?(31,a(854,873)) ?(32,a(854,872)) ?(33,a(854,871)) ?(34,a(854,870)) ?(35,a(854,869)) ?(36,a(854,867)) ?(37,a(854,865)) ?(38,a(854,854)) ?(39,a(854,853)) ?(40,a(854,852)) ?(41,a(854,845)) ?(42,a(854,841)) ?(43,a(854,839)) ?(44,a(854,838)) ?(45,a(854,837)) ?(46,a(854,836)) ?(47,a(854,833)) ?(48,a(854,831)) ?(49,a(854,823)) ?(50,a(854,822))  (21 tests, cond 2)
		n1 false (test_time = 2.14424)
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 = 0.604995)
search: ww_adaptive: found best (time_taken = 0.00111794)
	variant  5501/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 1)
		n1 false (test_time = 2.94231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00432396)
	variant  5502/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 50)
		n1 false (test_time = 2.23899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160098)
	variant  5503/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 49)
		n1 false (test_time = 2.26864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00328803)
	variant  5504/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 48)
		n1 false (test_time = 2.25161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212502)
	variant  5505/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 47)
		n1 false (test_time = 2.2575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00307608)
	variant  5506/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 46)
		n1 false (test_time = 2.26887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246)
	variant  5507/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 45)
		n1 false (test_time = 2.19172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00267291)
	variant  5508/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 44)
		n1 false (test_time = 2.17781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00276518)
	variant  5509/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 43)
		n1 false (test_time = 2.21733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00186515)
	variant  5510/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 42)
		n1 false (test_time = 2.22235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145197)
	variant  5511/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 41)
		n1 false (test_time = 2.21846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150609)
	variant  5512/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 40)
		n1 false (test_time = 2.19592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188804)
	variant  5513/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 39)
		n1 false (test_time = 2.28266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166512)
	variant  5514/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 38)
		n1 false (test_time = 2.31866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171804)
	variant  5515/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 37)
		n1 false (test_time = 2.19853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015099)
	variant  5516/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 36)
		n1 false (test_time = 2.24942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153995)
	variant  5517/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 35)
		n1 false (test_time = 2.23354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144601)
	variant  5518/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 34)
		n1 false (test_time = 2.23968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137901)
	variant  5519/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 33)
		n1 false (test_time = 2.16734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123596)
	variant  5520/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 32)
		n1 false (test_time = 2.20081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132084)
	variant  5521/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 31)
		n1 false (test_time = 2.21121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138617)
	variant  5522/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 30)
		n1 false (test_time = 2.19168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140214)
	variant  5523/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 29)
		n1 false (test_time = 2.16407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119305)
	variant  5524/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 28)
		n1 false (test_time = 2.23011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131798)
	variant  5525/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 27)
		n1 false (test_time = 2.191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134706)
	variant  5526/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 26)
		n1 false (test_time = 2.25528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135612)
	variant  5527/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 25)
		n1 false (test_time = 2.14769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139594)
	variant  5528/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 24)
		n1 false (test_time = 2.21176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153685)
	variant  5529/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 23)
		n1 false (test_time = 2.16974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100899)
	variant  5530/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 22)
		n1 false (test_time = 2.19786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141287)
	variant  5531/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 21)
		n1 false (test_time = 2.17792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220394)
	variant  5532/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 20)
		n1 false (test_time = 2.2097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102592)
	variant  5533/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 19)
		n1 false (test_time = 2.23232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115895)
	variant  5534/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 18)
		n1 false (test_time = 2.21708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109386)
	variant  5535/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 17)
		n1 false (test_time = 2.19411)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000972033)
	variant  5536/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 16)
		n1 false (test_time = 2.15176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109005)
	variant  5537/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 15)
		n1 false (test_time = 2.17834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000897884)
	variant  5538/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 14)
		n1 false (test_time = 2.19019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000938892)
	variant  5539/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 13)
		n1 false (test_time = 2.33429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00081706)
	variant  5540/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 12)
		n1 false (test_time = 2.19937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000791073)
	variant  5541/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 11)
		n1 false (test_time = 2.15711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000827074)
	variant  5542/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 10)
		n1 false (test_time = 2.19099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000850916)
	variant  5543/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 9)
		n1 false (test_time = 2.20271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000797033)
	variant  5544/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 8)
		n1 false (test_time = 2.17499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000750065)
	variant  5545/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 7)
		n1 false (test_time = 2.23808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000767946)
	variant  5546/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 6)
		n1 false (test_time = 2.19964)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000738859)
	variant  5547/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 5)
		n1 false (test_time = 2.17834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106692)
	variant  5548/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 4)
		n1 false (test_time = 2.1902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  5549/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 3)
		n1 false (test_time = 2.16745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  5550/26032 = ?(1,a(854,821)) ?(2,a(854,820)) ?(3,a(854,819)) ?(4,a(854,818)) ?(5,a(854,816)) ?(6,a(854,815)) ?(7,a(854,814)) ?(8,a(854,811)) ?(9,a(854,805)) ?(10,a(854,803)) ?(11,a(854,802)) ?(12,a(854,801)) ?(13,a(854,799)) ?(14,a(854,798)) ?(15,a(854,790)) ?(16,a(854,789)) ?(17,a(854,788)) ?(18,a(854,787)) ?(19,a(854,786)) ?(20,a(854,785)) ?(21,a(854,784)) ?(22,a(854,781)) ?(23,a(854,780)) ?(24,a(854,779)) ?(25,a(854,778)) ?(26,a(854,777)) ?(27,a(854,776)) ?(28,a(854,775)) ?(29,a(854,759)) ?(30,a(854,758)) ?(31,a(854,757)) ?(32,a(854,756)) ?(33,a(854,755)) ?(34,a(854,754)) ?(35,a(854,753)) ?(36,a(854,752)) ?(37,a(854,751)) ?(38,a(854,738)) ?(39,a(854,737)) ?(40,a(854,736)) ?(41,a(854,734)) ?(42,a(854,732)) ?(43,a(854,730)) ?(44,a(854,729)) ?(45,a(854,728)) ?(46,a(854,727)) ?(47,a(854,726)) ?(48,a(854,725)) ?(49,a(854,724)) ?(50,a(854,723))  (21 tests, cond 2)
		n1 false (test_time = 2.22264)
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 = 0.595264)
search: ww_adaptive: found best (time_taken = 0.00131917)
	variant  5551/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 1)
		n1 false (test_time = 2.7454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207281)
	variant  5552/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 50)
		n1 false (test_time = 2.18212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215077)
	variant  5553/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 49)
		n1 false (test_time = 2.10465)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00343299)
	variant  5554/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 48)
		n1 false (test_time = 2.08915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00435996)
	variant  5555/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 47)
		n1 false (test_time = 2.1327)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160003)
	variant  5556/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 46)
		n1 false (test_time = 2.08495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170708)
	variant  5557/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 45)
		n1 false (test_time = 2.10652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155687)
	variant  5558/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 44)
		n1 false (test_time = 2.08326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207901)
	variant  5559/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 43)
		n1 false (test_time = 2.10815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217891)
	variant  5560/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 42)
		n1 false (test_time = 2.12494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00297523)
	variant  5561/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 41)
		n1 false (test_time = 2.0864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017662)
	variant  5562/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 40)
		n1 false (test_time = 2.09861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019021)
	variant  5563/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 39)
		n1 false (test_time = 2.10434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0021019)
	variant  5564/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 38)
		n1 false (test_time = 2.18669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174499)
	variant  5565/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 37)
		n1 false (test_time = 2.18634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255394)
	variant  5566/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 36)
		n1 false (test_time = 2.17641)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00189686)
	variant  5567/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 35)
		n1 false (test_time = 2.13711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215793)
	variant  5568/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 34)
		n1 false (test_time = 2.11929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018301)
	variant  5569/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 33)
		n1 false (test_time = 2.14396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145292)
	variant  5570/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 32)
		n1 false (test_time = 2.14797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138593)
	variant  5571/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 31)
		n1 false (test_time = 2.06899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138307)
	variant  5572/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 30)
		n1 false (test_time = 2.10557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132084)
	variant  5573/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 29)
		n1 false (test_time = 2.072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170493)
	variant  5574/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 28)
		n1 false (test_time = 2.05946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141001)
	variant  5575/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 27)
		n1 false (test_time = 2.07056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125885)
	variant  5576/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 26)
		n1 false (test_time = 2.08093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112319)
	variant  5577/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 25)
		n1 false (test_time = 2.05427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001441)
	variant  5578/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 24)
		n1 false (test_time = 2.10328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119591)
	variant  5579/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 23)
		n1 false (test_time = 2.03326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123596)
	variant  5580/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 22)
		n1 false (test_time = 2.11818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126386)
	variant  5581/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 21)
		n1 false (test_time = 2.10334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130105)
	variant  5582/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 20)
		n1 false (test_time = 2.18771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012331)
	variant  5583/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 19)
		n1 false (test_time = 2.06294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116181)
	variant  5584/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 18)
		n1 false (test_time = 2.23862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152206)
	variant  5585/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 17)
		n1 false (test_time = 2.11821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001194)
	variant  5586/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 16)
		n1 false (test_time = 2.16645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112915)
	variant  5587/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 15)
		n1 false (test_time = 2.14627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000897884)
	variant  5588/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 14)
		n1 false (test_time = 2.10477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100112)
	variant  5589/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 13)
		n1 false (test_time = 2.15094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121593)
	variant  5590/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 12)
		n1 false (test_time = 2.13179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146699)
	variant  5591/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 11)
		n1 false (test_time = 2.14401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000823021)
	variant  5592/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 10)
		n1 false (test_time = 2.16625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000808001)
	variant  5593/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 9)
		n1 false (test_time = 2.16177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000738144)
	variant  5594/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 8)
		n1 false (test_time = 2.12671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000748158)
	variant  5595/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 7)
		n1 false (test_time = 2.1067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000722885)
	variant  5596/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 6)
		n1 false (test_time = 2.12619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000687838)
	variant  5597/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 5)
		n1 false (test_time = 2.12608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000711918)
	variant  5598/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 4)
		n1 false (test_time = 2.12461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant  5599/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 3)
		n1 false (test_time = 2.08184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  5600/26032 = ?(1,a(854,715)) ?(2,a(854,713)) ?(3,a(854,711)) ?(4,a(854,710)) ?(5,a(854,709)) ?(6,a(854,708)) ?(7,a(854,707)) ?(8,a(854,705)) ?(9,a(854,704)) ?(10,a(854,703)) ?(11,a(854,701)) ?(12,a(854,700)) ?(13,a(854,699)) ?(14,a(854,698)) ?(15,a(854,697)) ?(16,a(854,695)) ?(17,a(854,693)) ?(18,a(854,692)) ?(19,a(854,690)) ?(20,a(854,679)) ?(21,a(854,678)) ?(22,a(854,675)) ?(23,a(854,674)) ?(24,a(854,673)) ?(25,a(854,672)) ?(26,a(854,671)) ?(27,a(854,670)) ?(28,a(854,667)) ?(29,a(854,666)) ?(30,a(854,665)) ?(31,a(854,662)) ?(32,a(854,661)) ?(33,a(854,659)) ?(34,a(854,657)) ?(35,a(854,656)) ?(36,a(854,654)) ?(37,a(854,651)) ?(38,a(854,648)) ?(39,a(854,647)) ?(40,a(854,646)) ?(41,a(854,645)) ?(42,a(854,644)) ?(43,a(854,643)) ?(44,a(854,642)) ?(45,a(854,641)) ?(46,a(854,619)) ?(47,a(854,618)) ?(48,a(854,598)) ?(49,a(854,597)) ?(50,a(854,587))  (21 tests, cond 2)
		n1 false (test_time = 2.15261)
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 = 0.597466)
search: ww_adaptive: found best (time_taken = 0.00140095)
	variant  5601/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 1)
		n1 false (test_time = 2.94528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205994)
	variant  5602/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 50)
		n1 false (test_time = 2.1673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00315499)
	variant  5603/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 49)
		n1 false (test_time = 2.16309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.003232)
	variant  5604/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 48)
		n1 false (test_time = 2.15396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.003227)
	variant  5605/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 47)
		n1 false (test_time = 181.8)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00277281)
	variant  5606/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 46)
		n1 false (test_time = 2.40993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205684)
	variant  5607/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 45)
		n1 false (test_time = 2.33827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212502)
	variant  5608/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 44)
		n1 false (test_time = 2.45298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001724)
	variant  5609/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 43)
		n1 false (test_time = 2.44938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197387)
	variant  5610/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 42)
		n1 false (test_time = 2.14567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234604)
	variant  5611/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 41)
		n1 false (test_time = 2.15612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00255799)
	variant  5612/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 40)
		n1 false (test_time = 2.16533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239491)
	variant  5613/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 39)
		n1 false (test_time = 2.185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206804)
	variant  5614/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 38)
		n1 false (test_time = 2.26643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241804)
	variant  5615/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 37)
		n1 false (test_time = 2.18862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168109)
	variant  5616/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 36)
		n1 false (test_time = 2.308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144982)
	variant  5617/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 35)
		n1 false (test_time = 2.17198)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142312)
	variant  5618/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 34)
		n1 false (test_time = 2.25006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133181)
	variant  5619/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 33)
		n1 false (test_time = 2.19005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00184798)
	variant  5620/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 32)
		n1 false (test_time = 2.22074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141597)
	variant  5621/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 31)
		n1 false (test_time = 2.25662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134301)
	variant  5622/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 30)
		n1 false (test_time = 2.21771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129294)
	variant  5623/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 29)
		n1 false (test_time = 2.12763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134492)
	variant  5624/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 28)
		n1 false (test_time = 2.16464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115204)
	variant  5625/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 27)
		n1 false (test_time = 2.13489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126719)
	variant  5626/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 26)
		n1 false (test_time = 2.1744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137997)
	variant  5627/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 25)
		n1 false (test_time = 2.11574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124192)
	variant  5628/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 24)
		n1 false (test_time = 2.18079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113297)
	variant  5629/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 23)
		n1 false (test_time = 2.16098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106812)
	variant  5630/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 22)
		n1 false (test_time = 2.20327)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153518)
	variant  5631/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 21)
		n1 false (test_time = 2.19588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127697)
	variant  5632/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 20)
		n1 false (test_time = 2.21951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140285)
	variant  5633/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 19)
		n1 false (test_time = 2.19744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000924826)
	variant  5634/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 18)
		n1 false (test_time = 2.19604)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131202)
	variant  5635/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 17)
		n1 false (test_time = 2.21308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121403)
	variant  5636/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 16)
		n1 false (test_time = 2.18973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112605)
	variant  5637/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 15)
		n1 false (test_time = 2.22206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119591)
	variant  5638/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 14)
		n1 false (test_time = 2.15742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112104)
	variant  5639/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 13)
		n1 false (test_time = 2.18048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000867128)
	variant  5640/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 12)
		n1 false (test_time = 2.1796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000795126)
	variant  5641/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 11)
		n1 false (test_time = 2.19392)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000769854)
	variant  5642/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 10)
		n1 false (test_time = 2.15368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000860929)
	variant  5643/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 9)
		n1 false (test_time = 2.19943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000763893)
	variant  5644/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 8)
		n1 false (test_time = 2.30477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00078702)
	variant  5645/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 7)
		n1 false (test_time = 2.17664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000725031)
	variant  5646/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 6)
		n1 false (test_time = 2.14176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000684977)
	variant  5647/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 5)
		n1 false (test_time = 2.1753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.50883e-05)
	variant  5648/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 4)
		n1 false (test_time = 2.11858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.91142e-05)
	variant  5649/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 3)
		n1 false (test_time = 2.17442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  5650/26032 = ?(1,a(854,584)) ?(2,a(854,515)) ?(3,a(853,882)) ?(4,a(853,881)) ?(5,a(853,880)) ?(6,a(853,877)) ?(7,a(853,876)) ?(8,a(853,874)) ?(9,a(853,873)) ?(10,a(853,872)) ?(11,a(853,871)) ?(12,a(853,870)) ?(13,a(853,869)) ?(14,a(853,867)) ?(15,a(853,865)) ?(16,a(853,854)) ?(17,a(853,853)) ?(18,a(853,852)) ?(19,a(853,845)) ?(20,a(853,841)) ?(21,a(853,839)) ?(22,a(853,838)) ?(23,a(853,837)) ?(24,a(853,836)) ?(25,a(853,833)) ?(26,a(853,831)) ?(27,a(853,823)) ?(28,a(853,822)) ?(29,a(853,821)) ?(30,a(853,820)) ?(31,a(853,819)) ?(32,a(853,818)) ?(33,a(853,816)) ?(34,a(853,815)) ?(35,a(853,814)) ?(36,a(853,811)) ?(37,a(853,805)) ?(38,a(853,803)) ?(39,a(853,802)) ?(40,a(853,801)) ?(41,a(853,799)) ?(42,a(853,798)) ?(43,a(853,790)) ?(44,a(853,789)) ?(45,a(853,788)) ?(46,a(853,787)) ?(47,a(853,786)) ?(48,a(853,785)) ?(49,a(853,784)) ?(50,a(853,781))  (21 tests, cond 2)
		n1 false (test_time = 2.2269)
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 = 0.582737)
search: ww_adaptive: found best (time_taken = 0.00108695)
	variant  5651/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 1)
		n1 false (test_time = 2.83036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00298095)
	variant  5652/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 50)
		n1 false (test_time = 2.19816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201607)
	variant  5653/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 49)
		n1 false (test_time = 2.15661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199509)
	variant  5654/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 48)
		n1 false (test_time = 2.1675)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00318718)
	variant  5655/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 47)
		n1 false (test_time = 2.1576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00250888)
	variant  5656/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 46)
		n1 false (test_time = 2.15995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154996)
	variant  5657/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 45)
		n1 false (test_time = 2.22039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00231099)
	variant  5658/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 44)
		n1 false (test_time = 2.19856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200605)
	variant  5659/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 43)
		n1 false (test_time = 2.17185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188208)
	variant  5660/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 42)
		n1 false (test_time = 2.22345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198007)
	variant  5661/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 41)
		n1 false (test_time = 2.22899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00247192)
	variant  5662/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 40)
		n1 false (test_time = 2.16043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00271702)
	variant  5663/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 39)
		n1 false (test_time = 2.20146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213003)
	variant  5664/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 38)
		n1 false (test_time = 2.20544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00193906)
	variant  5665/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 37)
		n1 false (test_time = 2.26863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185418)
	variant  5666/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 36)
		n1 false (test_time = 2.19794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214911)
	variant  5667/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 35)
		n1 false (test_time = 2.2544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244093)
	variant  5668/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 34)
		n1 false (test_time = 2.20852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233984)
	variant  5669/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 33)
		n1 false (test_time = 2.20718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161982)
	variant  5670/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 32)
		n1 false (test_time = 2.26445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133801)
	variant  5671/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 31)
		n1 false (test_time = 2.21049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137591)
	variant  5672/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 30)
		n1 false (test_time = 2.2048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129008)
	variant  5673/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 29)
		n1 false (test_time = 2.12548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131202)
	variant  5674/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 28)
		n1 false (test_time = 2.12601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128984)
	variant  5675/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 27)
		n1 false (test_time = 2.14436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134087)
	variant  5676/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 26)
		n1 false (test_time = 2.15884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129008)
	variant  5677/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 25)
		n1 false (test_time = 2.15041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109792)
	variant  5678/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 24)
		n1 false (test_time = 2.22348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122213)
	variant  5679/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 23)
		n1 false (test_time = 2.14157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013001)
	variant  5680/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 22)
		n1 false (test_time = 2.19182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135088)
	variant  5681/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 21)
		n1 false (test_time = 2.14244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101686)
	variant  5682/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 20)
		n1 false (test_time = 2.16572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102782)
	variant  5683/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 19)
		n1 false (test_time = 2.1339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011971)
	variant  5684/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 18)
		n1 false (test_time = 2.14058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137091)
	variant  5685/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 17)
		n1 false (test_time = 2.19356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141215)
	variant  5686/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 16)
		n1 false (test_time = 2.18978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000854015)
	variant  5687/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 15)
		n1 false (test_time = 2.19787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001127)
	variant  5688/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 14)
		n1 false (test_time = 2.18765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001122)
	variant  5689/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 13)
		n1 false (test_time = 2.15975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127697)
	variant  5690/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 12)
		n1 false (test_time = 2.16096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000926018)
	variant  5691/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 11)
		n1 false (test_time = 2.13452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00078392)
	variant  5692/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 10)
		n1 false (test_time = 2.18475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0007689)
	variant  5693/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 9)
		n1 false (test_time = 2.16285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000780821)
	variant  5694/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 8)
		n1 false (test_time = 2.16477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000905991)
	variant  5695/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 7)
		n1 false (test_time = 2.08686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000908136)
	variant  5696/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 6)
		n1 false (test_time = 2.27351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000692129)
	variant  5697/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 5)
		n1 false (test_time = 2.18256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.2016e-05)
	variant  5698/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 4)
		n1 false (test_time = 2.11869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.88758e-05)
	variant  5699/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 3)
		n1 false (test_time = 2.19412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  5700/26032 = ?(1,a(853,780)) ?(2,a(853,779)) ?(3,a(853,778)) ?(4,a(853,777)) ?(5,a(853,776)) ?(6,a(853,775)) ?(7,a(853,759)) ?(8,a(853,758)) ?(9,a(853,757)) ?(10,a(853,756)) ?(11,a(853,755)) ?(12,a(853,754)) ?(13,a(853,753)) ?(14,a(853,752)) ?(15,a(853,751)) ?(16,a(853,738)) ?(17,a(853,737)) ?(18,a(853,736)) ?(19,a(853,734)) ?(20,a(853,732)) ?(21,a(853,730)) ?(22,a(853,729)) ?(23,a(853,728)) ?(24,a(853,727)) ?(25,a(853,726)) ?(26,a(853,725)) ?(27,a(853,724)) ?(28,a(853,723)) ?(29,a(853,715)) ?(30,a(853,713)) ?(31,a(853,711)) ?(32,a(853,710)) ?(33,a(853,709)) ?(34,a(853,708)) ?(35,a(853,707)) ?(36,a(853,705)) ?(37,a(853,704)) ?(38,a(853,703)) ?(39,a(853,701)) ?(40,a(853,700)) ?(41,a(853,699)) ?(42,a(853,698)) ?(43,a(853,697)) ?(44,a(853,695)) ?(45,a(853,693)) ?(46,a(853,692)) ?(47,a(853,690)) ?(48,a(853,679)) ?(49,a(853,678)) ?(50,a(853,675))  (21 tests, cond 2)
		n1 false (test_time = 2.17858)
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 = 0.608367)
search: ww_adaptive: found best (time_taken = 0.00127697)
	variant  5701/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 1)
		n1 false (test_time = 2.82254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195789)
	variant  5702/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 50)
		n1 false (test_time = 2.10732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207686)
	variant  5703/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 49)
		n1 false (test_time = 2.14052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00309515)
	variant  5704/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 48)
		n1 false (test_time = 2.10226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00317121)
	variant  5705/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 47)
		n1 false (test_time = 2.09109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228786)
	variant  5706/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 46)
		n1 false (test_time = 2.1064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224996)
	variant  5707/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 45)
		n1 false (test_time = 2.16438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223088)
	variant  5708/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 44)
		n1 false (test_time = 2.11565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208497)
	variant  5709/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 43)
		n1 false (test_time = 2.14066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243902)
	variant  5710/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 42)
		n1 false (test_time = 2.18344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199389)
	variant  5711/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 41)
		n1 false (test_time = 2.16114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201702)
	variant  5712/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 40)
		n1 false (test_time = 2.15201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218797)
	variant  5713/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 39)
		n1 false (test_time = 2.12351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174999)
	variant  5714/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 38)
		n1 false (test_time = 2.19094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0021441)
	variant  5715/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 37)
		n1 false (test_time = 2.08632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164604)
	variant  5716/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 36)
		n1 false (test_time = 2.1647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138283)
	variant  5717/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 35)
		n1 false (test_time = 2.12432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136495)
	variant  5718/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 34)
		n1 false (test_time = 2.09549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147605)
	variant  5719/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 33)
		n1 false (test_time = 2.15521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001333)
	variant  5720/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 32)
		n1 false (test_time = 2.12589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139284)
	variant  5721/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 31)
		n1 false (test_time = 2.08869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128913)
	variant  5722/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 30)
		n1 false (test_time = 2.0963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124192)
	variant  5723/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 29)
		n1 false (test_time = 2.15283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012691)
	variant  5724/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 28)
		n1 false (test_time = 2.1533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012939)
	variant  5725/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 27)
		n1 false (test_time = 2.11516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012219)
	variant  5726/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 26)
		n1 false (test_time = 2.12542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132012)
	variant  5727/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 25)
		n1 false (test_time = 2.13495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012629)
	variant  5728/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 24)
		n1 false (test_time = 2.14674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126815)
	variant  5729/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 23)
		n1 false (test_time = 2.06591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114298)
	variant  5730/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 22)
		n1 false (test_time = 2.12581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117898)
	variant  5731/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 21)
		n1 false (test_time = 2.11889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121713)
	variant  5732/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 20)
		n1 false (test_time = 2.11268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122499)
	variant  5733/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 19)
		n1 false (test_time = 2.13444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123405)
	variant  5734/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 18)
		n1 false (test_time = 2.10011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120783)
	variant  5735/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 17)
		n1 false (test_time = 2.11108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000888109)
	variant  5736/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 16)
		n1 false (test_time = 2.0958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116205)
	variant  5737/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 15)
		n1 false (test_time = 2.1231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000902176)
	variant  5738/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 14)
		n1 false (test_time = 2.10908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108004)
	variant  5739/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 13)
		n1 false (test_time = 2.1204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000993013)
	variant  5740/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 12)
		n1 false (test_time = 2.15484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114202)
	variant  5741/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 11)
		n1 false (test_time = 2.11431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000917196)
	variant  5742/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 10)
		n1 false (test_time = 2.07126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000754118)
	variant  5743/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 9)
		n1 false (test_time = 2.1239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000746965)
	variant  5744/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 8)
		n1 false (test_time = 2.171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000707865)
	variant  5745/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 7)
		n1 false (test_time = 2.11287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000703096)
	variant  5746/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 6)
		n1 false (test_time = 2.09694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000751972)
	variant  5747/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 5)
		n1 false (test_time = 2.10799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.70092e-05)
	variant  5748/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 4)
		n1 false (test_time = 2.16712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.79221e-05)
	variant  5749/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 3)
		n1 false (test_time = 2.13106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  5750/26032 = ?(1,a(853,674)) ?(2,a(853,673)) ?(3,a(853,672)) ?(4,a(853,671)) ?(5,a(853,670)) ?(6,a(853,667)) ?(7,a(853,666)) ?(8,a(853,665)) ?(9,a(853,662)) ?(10,a(853,661)) ?(11,a(853,659)) ?(12,a(853,657)) ?(13,a(853,656)) ?(14,a(853,654)) ?(15,a(853,651)) ?(16,a(853,648)) ?(17,a(853,647)) ?(18,a(853,646)) ?(19,a(853,645)) ?(20,a(853,644)) ?(21,a(853,643)) ?(22,a(853,642)) ?(23,a(853,641)) ?(24,a(853,619)) ?(25,a(853,618)) ?(26,a(853,598)) ?(27,a(853,597)) ?(28,a(853,587)) ?(29,a(853,584)) ?(30,a(853,515)) ?(31,a(852,882)) ?(32,a(852,881)) ?(33,a(852,880)) ?(34,a(852,877)) ?(35,a(852,876)) ?(36,a(852,874)) ?(37,a(852,873)) ?(38,a(852,872)) ?(39,a(852,871)) ?(40,a(852,870)) ?(41,a(852,869)) ?(42,a(852,867)) ?(43,a(852,865)) ?(44,a(852,854)) ?(45,a(852,853)) ?(46,a(852,852)) ?(47,a(852,845)) ?(48,a(852,841)) ?(49,a(852,839)) ?(50,a(852,838))  (21 tests, cond 2)
		n1 false (test_time = 2.28407)
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 = 0.57835)
search: ww_adaptive: found best (time_taken = 0.00110912)
	variant  5751/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 1)
		n1 false (test_time = 2.9252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00432301)
	variant  5752/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 50)
		n1 false (test_time = 2.24705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00397611)
	variant  5753/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 49)
		n1 false (test_time = 2.20479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229311)
	variant  5754/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 48)
		n1 false (test_time = 2.21182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164008)
	variant  5755/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 47)
		n1 false (test_time = 2.19066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166321)
	variant  5756/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 46)
		n1 false (test_time = 2.24021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244904)
	variant  5757/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 45)
		n1 false (test_time = 2.22568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214982)
	variant  5758/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 44)
		n1 false (test_time = 2.24205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00304008)
	variant  5759/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 43)
		n1 false (test_time = 2.36919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00193906)
	variant  5760/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 42)
		n1 false (test_time = 2.24213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00254583)
	variant  5761/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 41)
		n1 false (test_time = 2.24005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195718)
	variant  5762/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 40)
		n1 false (test_time = 2.26484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208187)
	variant  5763/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 39)
		n1 false (test_time = 2.20992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198603)
	variant  5764/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 38)
		n1 false (test_time = 2.21097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206399)
	variant  5765/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 37)
		n1 false (test_time = 2.18497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214911)
	variant  5766/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 36)
		n1 false (test_time = 2.19134)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178814)
	variant  5767/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 35)
		n1 false (test_time = 2.16575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245595)
	variant  5768/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 34)
		n1 false (test_time = 2.18112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147605)
	variant  5769/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 33)
		n1 false (test_time = 2.13858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181603)
	variant  5770/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 32)
		n1 false (test_time = 2.26089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120497)
	variant  5771/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 31)
		n1 false (test_time = 2.1102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122595)
	variant  5772/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 30)
		n1 false (test_time = 2.27153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197291)
	variant  5773/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 29)
		n1 false (test_time = 2.15281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125408)
	variant  5774/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 28)
		n1 false (test_time = 2.10245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129604)
	variant  5775/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 27)
		n1 false (test_time = 2.27816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121593)
	variant  5776/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 26)
		n1 false (test_time = 2.14574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123405)
	variant  5777/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 25)
		n1 false (test_time = 181.837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119805)
	variant  5778/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 24)
		n1 false (test_time = 2.14997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001127)
	variant  5779/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 23)
		n1 false (test_time = 2.13033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120783)
	variant  5780/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 22)
		n1 false (test_time = 2.26061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153685)
	variant  5781/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 21)
		n1 false (test_time = 2.13096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122094)
	variant  5782/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 20)
		n1 false (test_time = 2.21961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000998974)
	variant  5783/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 19)
		n1 false (test_time = 2.12919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104594)
	variant  5784/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 18)
		n1 false (test_time = 2.09532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000997066)
	variant  5785/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 17)
		n1 false (test_time = 2.13233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000946045)
	variant  5786/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 16)
		n1 false (test_time = 2.17549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111198)
	variant  5787/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 15)
		n1 false (test_time = 2.13534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118399)
	variant  5788/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 14)
		n1 false (test_time = 2.18946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106907)
	variant  5789/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 13)
		n1 false (test_time = 2.14812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000810146)
	variant  5790/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 12)
		n1 false (test_time = 2.15411)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105)
	variant  5791/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 11)
		n1 false (test_time = 2.12353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000940084)
	variant  5792/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 10)
		n1 false (test_time = 2.19438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000978947)
	variant  5793/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 9)
		n1 false (test_time = 2.14096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000905037)
	variant  5794/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 8)
		n1 false (test_time = 2.27407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000725031)
	variant  5795/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 7)
		n1 false (test_time = 2.46424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000858784)
	variant  5796/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 6)
		n1 false (test_time = 2.13572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.60827e-05)
	variant  5797/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 5)
		n1 false (test_time = 2.11897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.39098e-05)
	variant  5798/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 4)
		n1 false (test_time = 2.19026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.6982e-05)
	variant  5799/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 3)
		n1 false (test_time = 2.2228)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  5800/26032 = ?(1,a(852,837)) ?(2,a(852,836)) ?(3,a(852,833)) ?(4,a(852,831)) ?(5,a(852,823)) ?(6,a(852,822)) ?(7,a(852,821)) ?(8,a(852,820)) ?(9,a(852,819)) ?(10,a(852,818)) ?(11,a(852,816)) ?(12,a(852,815)) ?(13,a(852,814)) ?(14,a(852,811)) ?(15,a(852,805)) ?(16,a(852,803)) ?(17,a(852,802)) ?(18,a(852,801)) ?(19,a(852,799)) ?(20,a(852,798)) ?(21,a(852,790)) ?(22,a(852,789)) ?(23,a(852,788)) ?(24,a(852,787)) ?(25,a(852,786)) ?(26,a(852,785)) ?(27,a(852,784)) ?(28,a(852,781)) ?(29,a(852,780)) ?(30,a(852,779)) ?(31,a(852,778)) ?(32,a(852,777)) ?(33,a(852,776)) ?(34,a(852,775)) ?(35,a(852,759)) ?(36,a(852,758)) ?(37,a(852,757)) ?(38,a(852,756)) ?(39,a(852,755)) ?(40,a(852,754)) ?(41,a(852,753)) ?(42,a(852,752)) ?(43,a(852,751)) ?(44,a(852,738)) ?(45,a(852,737)) ?(46,a(852,736)) ?(47,a(852,734)) ?(48,a(852,732)) ?(49,a(852,730)) ?(50,a(852,729))  (21 tests, cond 2)
		n1 false (test_time = 2.19691)
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 = 0.578544)
search: ww_adaptive: found best (time_taken = 0.00114512)
	variant  5801/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 1)
		n1 false (test_time = 2.77454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188494)
	variant  5802/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 50)
		n1 false (test_time = 2.2534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162601)
	variant  5803/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 49)
		n1 false (test_time = 2.09301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158691)
	variant  5804/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 48)
		n1 false (test_time = 2.1767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155497)
	variant  5805/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 47)
		n1 false (test_time = 2.17811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159216)
	variant  5806/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 46)
		n1 false (test_time = 2.11951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148177)
	variant  5807/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 45)
		n1 false (test_time = 2.08878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146699)
	variant  5808/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 44)
		n1 false (test_time = 2.09522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150108)
	variant  5809/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 43)
		n1 false (test_time = 2.13559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139904)
	variant  5810/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 42)
		n1 false (test_time = 2.16061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198889)
	variant  5811/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 41)
		n1 false (test_time = 2.14785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230908)
	variant  5812/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 40)
		n1 false (test_time = 2.11341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00612712)
	variant  5813/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 39)
		n1 false (test_time = 2.09748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0032568)
	variant  5814/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 38)
		n1 false (test_time = 2.08811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00690103)
	variant  5815/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 37)
		n1 false (test_time = 2.05976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190401)
	variant  5816/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 36)
		n1 false (test_time = 2.17374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243282)
	variant  5817/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 35)
		n1 false (test_time = 2.10141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00250316)
	variant  5818/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 34)
		n1 false (test_time = 2.12586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144386)
	variant  5819/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 33)
		n1 false (test_time = 2.09164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177002)
	variant  5820/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 32)
		n1 false (test_time = 2.13233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012629)
	variant  5821/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 31)
		n1 false (test_time = 2.07587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187016)
	variant  5822/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 30)
		n1 false (test_time = 2.09243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178194)
	variant  5823/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 29)
		n1 false (test_time = 2.09092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222492)
	variant  5824/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 28)
		n1 false (test_time = 2.11349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010922)
	variant  5825/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 27)
		n1 false (test_time = 2.11861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208306)
	variant  5826/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 26)
		n1 false (test_time = 2.07101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167799)
	variant  5827/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 25)
		n1 false (test_time = 2.10646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165391)
	variant  5828/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 24)
		n1 false (test_time = 2.1935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207496)
	variant  5829/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 23)
		n1 false (test_time = 2.16627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160599)
	variant  5830/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 22)
		n1 false (test_time = 2.16914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160909)
	variant  5831/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 21)
		n1 false (test_time = 2.10865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178003)
	variant  5832/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 20)
		n1 false (test_time = 2.1708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185704)
	variant  5833/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 19)
		n1 false (test_time = 2.11687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165606)
	variant  5834/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 18)
		n1 false (test_time = 2.09123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001966)
	variant  5835/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 17)
		n1 false (test_time = 2.15405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182915)
	variant  5836/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 16)
		n1 false (test_time = 2.10915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200105)
	variant  5837/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 15)
		n1 false (test_time = 2.09816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187302)
	variant  5838/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 14)
		n1 false (test_time = 2.10723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002069)
	variant  5839/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 13)
		n1 false (test_time = 2.09918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156903)
	variant  5840/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 12)
		n1 false (test_time = 2.09611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225902)
	variant  5841/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 11)
		n1 false (test_time = 2.09537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163698)
	variant  5842/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 10)
		n1 false (test_time = 2.14297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109696)
	variant  5843/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 9)
		n1 false (test_time = 2.04023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00084877)
	variant  5844/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 8)
		n1 false (test_time = 2.09199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000840902)
	variant  5845/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 7)
		n1 false (test_time = 2.13632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103903)
	variant  5846/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 6)
		n1 false (test_time = 2.09511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.60827e-05)
	variant  5847/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 5)
		n1 false (test_time = 2.05745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.50883e-05)
	variant  5848/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 4)
		n1 false (test_time = 2.15231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  5849/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 3)
		n1 false (test_time = 2.15473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  5850/26032 = ?(1,a(852,728)) ?(2,a(852,727)) ?(3,a(852,726)) ?(4,a(852,725)) ?(5,a(852,724)) ?(6,a(852,723)) ?(7,a(852,715)) ?(8,a(852,713)) ?(9,a(852,711)) ?(10,a(852,710)) ?(11,a(852,709)) ?(12,a(852,708)) ?(13,a(852,707)) ?(14,a(852,705)) ?(15,a(852,704)) ?(16,a(852,703)) ?(17,a(852,701)) ?(18,a(852,700)) ?(19,a(852,699)) ?(20,a(852,698)) ?(21,a(852,697)) ?(22,a(852,695)) ?(23,a(852,693)) ?(24,a(852,692)) ?(25,a(852,690)) ?(26,a(852,679)) ?(27,a(852,678)) ?(28,a(852,675)) ?(29,a(852,674)) ?(30,a(852,673)) ?(31,a(852,672)) ?(32,a(852,671)) ?(33,a(852,670)) ?(34,a(852,667)) ?(35,a(852,666)) ?(36,a(852,665)) ?(37,a(852,662)) ?(38,a(852,661)) ?(39,a(852,659)) ?(40,a(852,657)) ?(41,a(852,656)) ?(42,a(852,654)) ?(43,a(852,651)) ?(44,a(852,648)) ?(45,a(852,647)) ?(46,a(852,646)) ?(47,a(852,645)) ?(48,a(852,644)) ?(49,a(852,643)) ?(50,a(852,642))  (21 tests, cond 2)
		n1 false (test_time = 2.14438)
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 = 0.590374)
search: ww_adaptive: found best (time_taken = 0.00102711)
	variant  5851/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 1)
		n1 false (test_time = 2.85918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204515)
	variant  5852/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 50)
		n1 false (test_time = 2.14614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207901)
	variant  5853/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 49)
		n1 false (test_time = 2.16277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018611)
	variant  5854/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 48)
		n1 false (test_time = 2.25457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180006)
	variant  5855/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 47)
		n1 false (test_time = 2.20364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178194)
	variant  5856/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 46)
		n1 false (test_time = 2.20628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181794)
	variant  5857/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 45)
		n1 false (test_time = 2.13948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00175619)
	variant  5858/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 44)
		n1 false (test_time = 2.13051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176692)
	variant  5859/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 43)
		n1 false (test_time = 2.13487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162601)
	variant  5860/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 42)
		n1 false (test_time = 2.41627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156689)
	variant  5861/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 41)
		n1 false (test_time = 2.1184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00231004)
	variant  5862/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 40)
		n1 false (test_time = 2.21253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137115)
	variant  5863/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 39)
		n1 false (test_time = 2.12656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001333)
	variant  5864/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 38)
		n1 false (test_time = 2.21342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145698)
	variant  5865/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 37)
		n1 false (test_time = 2.13682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159383)
	variant  5866/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 36)
		n1 false (test_time = 2.18256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133801)
	variant  5867/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 35)
		n1 false (test_time = 2.152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123096)
	variant  5868/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 34)
		n1 false (test_time = 2.11304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123715)
	variant  5869/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 33)
		n1 false (test_time = 2.151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127912)
	variant  5870/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 32)
		n1 false (test_time = 2.18509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001441)
	variant  5871/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 31)
		n1 false (test_time = 2.18107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117302)
	variant  5872/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 30)
		n1 false (test_time = 2.14021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158119)
	variant  5873/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 29)
		n1 false (test_time = 2.23599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198698)
	variant  5874/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 28)
		n1 false (test_time = 2.17482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195599)
	variant  5875/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 27)
		n1 false (test_time = 2.13763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00502205)
	variant  5876/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 26)
		n1 false (test_time = 2.15681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0326512)
	variant  5877/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 25)
		n1 false (test_time = 2.15599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228906)
	variant  5878/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 24)
		n1 false (test_time = 2.12189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229883)
	variant  5879/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 23)
		n1 false (test_time = 2.11132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207901)
	variant  5880/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 22)
		n1 false (test_time = 2.20774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002069)
	variant  5881/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 21)
		n1 false (test_time = 2.2831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118184)
	variant  5882/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 20)
		n1 false (test_time = 2.16448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106406)
	variant  5883/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 19)
		n1 false (test_time = 2.15052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106001)
	variant  5884/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 18)
		n1 false (test_time = 2.15074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016551)
	variant  5885/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 17)
		n1 false (test_time = 2.12856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160098)
	variant  5886/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 16)
		n1 false (test_time = 2.13277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164795)
	variant  5887/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 15)
		n1 false (test_time = 2.11069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157499)
	variant  5888/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 14)
		n1 false (test_time = 2.12802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001472)
	variant  5889/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 13)
		n1 false (test_time = 2.14308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128889)
	variant  5890/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 12)
		n1 false (test_time = 2.20199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114202)
	variant  5891/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 11)
		n1 false (test_time = 2.11197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112009)
	variant  5892/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 10)
		n1 false (test_time = 2.15008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000880957)
	variant  5893/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 9)
		n1 false (test_time = 2.1249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0009799)
	variant  5894/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 8)
		n1 false (test_time = 2.12095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182199)
	variant  5895/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 7)
		n1 false (test_time = 2.15373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000118017)
	variant  5896/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 6)
		n1 false (test_time = 2.20613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.29832e-05)
	variant  5897/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 5)
		n1 false (test_time = 2.12895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.29561e-05)
	variant  5898/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 4)
		n1 false (test_time = 2.13446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.79221e-05)
	variant  5899/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 3)
		n1 false (test_time = 2.09446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  5900/26032 = ?(1,a(852,641)) ?(2,a(852,619)) ?(3,a(852,618)) ?(4,a(852,598)) ?(5,a(852,597)) ?(6,a(852,587)) ?(7,a(852,584)) ?(8,a(852,515)) ?(9,a(851,882)) ?(10,a(851,881)) ?(11,a(851,880)) ?(12,a(851,877)) ?(13,a(851,876)) ?(14,a(851,874)) ?(15,a(851,873)) ?(16,a(851,872)) ?(17,a(851,871)) ?(18,a(851,870)) ?(19,a(851,869)) ?(20,a(851,867)) ?(21,a(851,865)) ?(22,a(851,854)) ?(23,a(851,853)) ?(24,a(851,852)) ?(25,a(851,845)) ?(26,a(851,841)) ?(27,a(851,839)) ?(28,a(851,838)) ?(29,a(851,837)) ?(30,a(851,836)) ?(31,a(851,833)) ?(32,a(851,831)) ?(33,a(851,823)) ?(34,a(851,822)) ?(35,a(851,821)) ?(36,a(851,820)) ?(37,a(851,819)) ?(38,a(851,818)) ?(39,a(851,816)) ?(40,a(851,815)) ?(41,a(851,814)) ?(42,a(851,811)) ?(43,a(851,805)) ?(44,a(851,803)) ?(45,a(851,802)) ?(46,a(851,801)) ?(47,a(851,799)) ?(48,a(851,798)) ?(49,a(851,790)) ?(50,a(851,789))  (21 tests, cond 2)
		n1 false (test_time = 2.2065)
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 = 0.560292)
search: ww_adaptive: found best (time_taken = 0.000998974)
	variant  5901/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 1)
		n1 false (test_time = 2.82258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002074)
	variant  5902/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 50)
		n1 false (test_time = 2.30267)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00266695)
	variant  5903/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 49)
		n1 false (test_time = 2.21612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178313)
	variant  5904/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 48)
		n1 false (test_time = 5.10913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0032568)
	variant  5905/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 47)
		n1 false (test_time = 2.19786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00210404)
	variant  5906/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 46)
		n1 false (test_time = 2.26349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154591)
	variant  5907/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 45)
		n1 false (test_time = 2.15873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143218)
	variant  5908/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 44)
		n1 false (test_time = 2.15877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160217)
	variant  5909/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 43)
		n1 false (test_time = 2.11598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153613)
	variant  5910/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 42)
		n1 false (test_time = 2.22289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174689)
	variant  5911/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 41)
		n1 false (test_time = 2.18263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167298)
	variant  5912/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 40)
		n1 false (test_time = 2.174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147104)
	variant  5913/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 39)
		n1 false (test_time = 2.11708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156999)
	variant  5914/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 38)
		n1 false (test_time = 2.13787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153995)
	variant  5915/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 37)
		n1 false (test_time = 2.13295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143385)
	variant  5916/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 36)
		n1 false (test_time = 2.15712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150394)
	variant  5917/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 35)
		n1 false (test_time = 2.16629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136709)
	variant  5918/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 34)
		n1 false (test_time = 2.18777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155497)
	variant  5919/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 33)
		n1 false (test_time = 2.16399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001261)
	variant  5920/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 32)
		n1 false (test_time = 2.19073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122404)
	variant  5921/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 31)
		n1 false (test_time = 2.15741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146508)
	variant  5922/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 30)
		n1 false (test_time = 2.26451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143194)
	variant  5923/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 29)
		n1 false (test_time = 2.14396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108385)
	variant  5924/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 28)
		n1 false (test_time = 2.12475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132298)
	variant  5925/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 27)
		n1 false (test_time = 2.1396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125003)
	variant  5926/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 26)
		n1 false (test_time = 2.19254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114298)
	variant  5927/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 25)
		n1 false (test_time = 2.15296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120997)
	variant  5928/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 24)
		n1 false (test_time = 2.19428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153494)
	variant  5929/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 23)
		n1 false (test_time = 2.16942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107217)
	variant  5930/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 22)
		n1 false (test_time = 2.19235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114107)
	variant  5931/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 21)
		n1 false (test_time = 2.18812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103211)
	variant  5932/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 20)
		n1 false (test_time = 2.22237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000906944)
	variant  5933/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 19)
		n1 false (test_time = 2.24965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000944853)
	variant  5934/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 18)
		n1 false (test_time = 2.20784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000994921)
	variant  5935/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 17)
		n1 false (test_time = 2.19559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000850916)
	variant  5936/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 16)
		n1 false (test_time = 2.18657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000858068)
	variant  5937/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 15)
		n1 false (test_time = 2.19463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000818968)
	variant  5938/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 14)
		n1 false (test_time = 2.16984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000836134)
	variant  5939/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 13)
		n1 false (test_time = 2.14649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010581)
	variant  5940/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 12)
		n1 false (test_time = 2.24522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000782967)
	variant  5941/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 11)
		n1 false (test_time = 2.20613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000785828)
	variant  5942/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 10)
		n1 false (test_time = 2.11789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000788927)
	variant  5943/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 9)
		n1 false (test_time = 2.15018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00321102)
	variant  5944/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 8)
		n1 false (test_time = 2.14894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00364208)
	variant  5945/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 7)
		n1 false (test_time = 2.18082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128031)
	variant  5946/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 6)
		n1 false (test_time = 2.14879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  5947/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 5)
		n1 false (test_time = 2.18594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  5948/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 4)
		n1 false (test_time = 2.23284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.41074e-05)
	variant  5949/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 3)
		n1 false (test_time = 2.2489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  5950/26032 = ?(1,a(851,788)) ?(2,a(851,787)) ?(3,a(851,786)) ?(4,a(851,785)) ?(5,a(851,784)) ?(6,a(851,781)) ?(7,a(851,780)) ?(8,a(851,779)) ?(9,a(851,778)) ?(10,a(851,777)) ?(11,a(851,776)) ?(12,a(851,775)) ?(13,a(851,759)) ?(14,a(851,758)) ?(15,a(851,757)) ?(16,a(851,756)) ?(17,a(851,755)) ?(18,a(851,754)) ?(19,a(851,753)) ?(20,a(851,752)) ?(21,a(851,751)) ?(22,a(851,738)) ?(23,a(851,737)) ?(24,a(851,736)) ?(25,a(851,734)) ?(26,a(851,732)) ?(27,a(851,730)) ?(28,a(851,729)) ?(29,a(851,728)) ?(30,a(851,727)) ?(31,a(851,726)) ?(32,a(851,725)) ?(33,a(851,724)) ?(34,a(851,723)) ?(35,a(851,715)) ?(36,a(851,713)) ?(37,a(851,711)) ?(38,a(851,710)) ?(39,a(851,709)) ?(40,a(851,708)) ?(41,a(851,707)) ?(42,a(851,705)) ?(43,a(851,704)) ?(44,a(851,703)) ?(45,a(851,701)) ?(46,a(851,700)) ?(47,a(851,699)) ?(48,a(851,698)) ?(49,a(851,697)) ?(50,a(851,695))  (21 tests, cond 2)
		n1 false (test_time = 2.22735)
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 = 0.568352)
search: ww_adaptive: found best (time_taken = 0.00114799)
	variant  5951/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 1)
		n1 false (test_time = 2.85615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00384283)
	variant  5952/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 50)
		n1 false (test_time = 2.10167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00324202)
	variant  5953/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 49)
		n1 false (test_time = 2.09735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239897)
	variant  5954/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 48)
		n1 false (test_time = 2.11681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159597)
	variant  5955/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 47)
		n1 false (test_time = 2.16034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274301)
	variant  5956/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 46)
		n1 false (test_time = 2.09214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243998)
	variant  5957/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 45)
		n1 false (test_time = 2.18822)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228786)
	variant  5958/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 44)
		n1 false (test_time = 2.19747)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017612)
	variant  5959/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 43)
		n1 false (test_time = 2.09995)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022459)
	variant  5960/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 42)
		n1 false (test_time = 2.10052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157285)
	variant  5961/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 41)
		n1 false (test_time = 2.09519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192595)
	variant  5962/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 40)
		n1 false (test_time = 2.1421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135803)
	variant  5963/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 39)
		n1 false (test_time = 2.09068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207615)
	variant  5964/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 38)
		n1 false (test_time = 2.10067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197506)
	variant  5965/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 37)
		n1 false (test_time = 2.11928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129485)
	variant  5966/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 36)
		n1 false (test_time = 2.0877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147796)
	variant  5967/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 35)
		n1 false (test_time = 2.07955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162387)
	variant  5968/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 34)
		n1 false (test_time = 2.09357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132895)
	variant  5969/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 33)
		n1 false (test_time = 2.13352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013392)
	variant  5970/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 32)
		n1 false (test_time = 2.12576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129914)
	variant  5971/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 31)
		n1 false (test_time = 2.19146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013001)
	variant  5972/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 30)
		n1 false (test_time = 2.08894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128794)
	variant  5973/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 29)
		n1 false (test_time = 2.12875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168681)
	variant  5974/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 28)
		n1 false (test_time = 2.10076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012989)
	variant  5975/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 27)
		n1 false (test_time = 2.0852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113487)
	variant  5976/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 26)
		n1 false (test_time = 2.12004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126505)
	variant  5977/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 25)
		n1 false (test_time = 2.12436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125504)
	variant  5978/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 24)
		n1 false (test_time = 2.15551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173593)
	variant  5979/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 23)
		n1 false (test_time = 2.11793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105691)
	variant  5980/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 22)
		n1 false (test_time = 2.13762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123286)
	variant  5981/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 21)
		n1 false (test_time = 2.09498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107503)
	variant  5982/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 20)
		n1 false (test_time = 2.07176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118804)
	variant  5983/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 19)
		n1 false (test_time = 2.07519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128102)
	variant  5984/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 18)
		n1 false (test_time = 2.09692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000869989)
	variant  5985/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 17)
		n1 false (test_time = 2.28811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113511)
	variant  5986/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 16)
		n1 false (test_time = 2.08323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131893)
	variant  5987/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 15)
		n1 false (test_time = 2.06415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114393)
	variant  5988/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 14)
		n1 false (test_time = 2.11613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102901)
	variant  5989/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 13)
		n1 false (test_time = 2.07602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000825167)
	variant  5990/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 12)
		n1 false (test_time = 2.09468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000989914)
	variant  5991/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 11)
		n1 false (test_time = 2.06033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000862122)
	variant  5992/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 10)
		n1 false (test_time = 2.08506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000824928)
	variant  5993/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 9)
		n1 false (test_time = 2.06665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000742912)
	variant  5994/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 8)
		n1 false (test_time = 2.09842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000684023)
	variant  5995/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 7)
		n1 false (test_time = 2.08633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108957)
	variant  5996/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 6)
		n1 false (test_time = 2.03139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.70364e-05)
	variant  5997/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 5)
		n1 false (test_time = 2.14255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.41346e-05)
	variant  5998/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 4)
		n1 false (test_time = 2.08699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.79357e-05)
	variant  5999/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 3)
		n1 false (test_time = 2.17659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  6000/26032 = ?(1,a(851,693)) ?(2,a(851,692)) ?(3,a(851,690)) ?(4,a(851,679)) ?(5,a(851,678)) ?(6,a(851,675)) ?(7,a(851,674)) ?(8,a(851,673)) ?(9,a(851,672)) ?(10,a(851,671)) ?(11,a(851,670)) ?(12,a(851,667)) ?(13,a(851,666)) ?(14,a(851,665)) ?(15,a(851,662)) ?(16,a(851,661)) ?(17,a(851,659)) ?(18,a(851,657)) ?(19,a(851,656)) ?(20,a(851,654)) ?(21,a(851,651)) ?(22,a(851,648)) ?(23,a(851,647)) ?(24,a(851,646)) ?(25,a(851,645)) ?(26,a(851,644)) ?(27,a(851,643)) ?(28,a(851,642)) ?(29,a(851,641)) ?(30,a(851,619)) ?(31,a(851,618)) ?(32,a(851,598)) ?(33,a(851,597)) ?(34,a(851,587)) ?(35,a(851,584)) ?(36,a(851,515)) ?(37,a(849,882)) ?(38,a(849,881)) ?(39,a(849,880)) ?(40,a(849,877)) ?(41,a(849,876)) ?(42,a(849,874)) ?(43,a(849,873)) ?(44,a(849,872)) ?(45,a(849,871)) ?(46,a(849,870)) ?(47,a(849,869)) ?(48,a(849,867)) ?(49,a(849,865)) ?(50,a(849,854))  (21 tests, cond 2)
		n1 false (test_time = 2.17002)
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 = 0.585654)
search: ww_adaptive: found best (time_taken = 0.00106311)
	variant  6001/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 1)
		n1 false (test_time = 2.86094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00519896)
	variant  6002/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 50)
		n1 false (test_time = 2.2043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00279713)
	variant  6003/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 49)
		n1 false (test_time = 2.21919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00282812)
	variant  6004/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 48)
		n1 false (test_time = 2.16583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00172591)
	variant  6005/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 47)
		n1 false (test_time = 2.15357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159693)
	variant  6006/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 46)
		n1 false (test_time = 2.14702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171494)
	variant  6007/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 45)
		n1 false (test_time = 2.11351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230217)
	variant  6008/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 44)
		n1 false (test_time = 2.19703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230885)
	variant  6009/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 43)
		n1 false (test_time = 2.12458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002141)
	variant  6010/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 42)
		n1 false (test_time = 2.19927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00205994)
	variant  6011/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 41)
		n1 false (test_time = 2.22897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241399)
	variant  6012/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 40)
		n1 false (test_time = 2.23609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196195)
	variant  6013/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 39)
		n1 false (test_time = 2.1588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178695)
	variant  6014/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 38)
		n1 false (test_time = 2.12801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199008)
	variant  6015/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 37)
		n1 false (test_time = 2.13776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185084)
	variant  6016/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 36)
		n1 false (test_time = 2.10712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201297)
	variant  6017/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 35)
		n1 false (test_time = 2.11099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0024159)
	variant  6018/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 34)
		n1 false (test_time = 2.11767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135803)
	variant  6019/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 33)
		n1 false (test_time = 2.13601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020411)
	variant  6020/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 32)
		n1 false (test_time = 2.15899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136614)
	variant  6021/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 31)
		n1 false (test_time = 181.77)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170112)
	variant  6022/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 30)
		n1 false (test_time = 2.17493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128508)
	variant  6023/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 29)
		n1 false (test_time = 2.16107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131798)
	variant  6024/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 28)
		n1 false (test_time = 2.15685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129294)
	variant  6025/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 27)
		n1 false (test_time = 2.16024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120187)
	variant  6026/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 26)
		n1 false (test_time = 2.12849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123906)
	variant  6027/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 25)
		n1 false (test_time = 2.1501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126791)
	variant  6028/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 24)
		n1 false (test_time = 2.12675)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121999)
	variant  6029/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 23)
		n1 false (test_time = 2.17402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113797)
	variant  6030/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 22)
		n1 false (test_time = 2.23048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109911)
	variant  6031/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 21)
		n1 false (test_time = 2.16566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010879)
	variant  6032/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 20)
		n1 false (test_time = 2.13989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115705)
	variant  6033/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 19)
		n1 false (test_time = 2.13171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112987)
	variant  6034/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 18)
		n1 false (test_time = 2.14203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118494)
	variant  6035/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 17)
		n1 false (test_time = 2.16349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000898838)
	variant  6036/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 16)
		n1 false (test_time = 2.12373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104499)
	variant  6037/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 15)
		n1 false (test_time = 2.15483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104713)
	variant  6038/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 14)
		n1 false (test_time = 2.20762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000870943)
	variant  6039/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 13)
		n1 false (test_time = 2.15643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111103)
	variant  6040/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 12)
		n1 false (test_time = 2.19689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105214)
	variant  6041/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 11)
		n1 false (test_time = 2.1292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105095)
	variant  6042/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 10)
		n1 false (test_time = 2.1687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109291)
	variant  6043/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 9)
		n1 false (test_time = 2.18439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102997)
	variant  6044/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 8)
		n1 false (test_time = 2.1767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123978)
	variant  6045/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 7)
		n1 false (test_time = 2.15377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000120163)
	variant  6046/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 6)
		n1 false (test_time = 2.19155)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.98974e-05)
	variant  6047/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 5)
		n1 false (test_time = 2.19116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.48499e-05)
	variant  6048/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 4)
		n1 false (test_time = 2.20558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.79493e-05)
	variant  6049/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 3)
		n1 false (test_time = 2.27802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6050/26032 = ?(1,a(849,853)) ?(2,a(849,852)) ?(3,a(849,845)) ?(4,a(849,841)) ?(5,a(849,839)) ?(6,a(849,838)) ?(7,a(849,837)) ?(8,a(849,836)) ?(9,a(849,833)) ?(10,a(849,831)) ?(11,a(849,823)) ?(12,a(849,822)) ?(13,a(849,821)) ?(14,a(849,820)) ?(15,a(849,819)) ?(16,a(849,818)) ?(17,a(849,816)) ?(18,a(849,815)) ?(19,a(849,814)) ?(20,a(849,811)) ?(21,a(849,805)) ?(22,a(849,803)) ?(23,a(849,802)) ?(24,a(849,801)) ?(25,a(849,799)) ?(26,a(849,798)) ?(27,a(849,790)) ?(28,a(849,789)) ?(29,a(849,788)) ?(30,a(849,787)) ?(31,a(849,786)) ?(32,a(849,785)) ?(33,a(849,784)) ?(34,a(849,781)) ?(35,a(849,780)) ?(36,a(849,779)) ?(37,a(849,778)) ?(38,a(849,777)) ?(39,a(849,776)) ?(40,a(849,775)) ?(41,a(849,759)) ?(42,a(849,758)) ?(43,a(849,757)) ?(44,a(849,756)) ?(45,a(849,755)) ?(46,a(849,754)) ?(47,a(849,753)) ?(48,a(849,752)) ?(49,a(849,751)) ?(50,a(849,738))  (21 tests, cond 2)
		n1 false (test_time = 2.29732)
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 = 0.630367)
search: ww_adaptive: found best (time_taken = 0.00112391)
	variant  6051/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 1)
		n1 false (test_time = 2.91562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233102)
	variant  6052/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 50)
		n1 false (test_time = 2.23892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020709)
	variant  6053/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 49)
		n1 false (test_time = 2.22518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001755)
	variant  6054/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 48)
		n1 false (test_time = 2.17342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197005)
	variant  6055/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 47)
		n1 false (test_time = 2.23151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169992)
	variant  6056/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 46)
		n1 false (test_time = 2.23387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148201)
	variant  6057/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 45)
		n1 false (test_time = 2.20912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143194)
	variant  6058/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 44)
		n1 false (test_time = 2.08241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138307)
	variant  6059/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 43)
		n1 false (test_time = 2.09241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150013)
	variant  6060/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 42)
		n1 false (test_time = 2.07577)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134683)
	variant  6061/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 41)
		n1 false (test_time = 2.17698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135922)
	variant  6062/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 40)
		n1 false (test_time = 2.02125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141001)
	variant  6063/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 39)
		n1 false (test_time = 2.06703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015378)
	variant  6064/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 38)
		n1 false (test_time = 2.15382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135303)
	variant  6065/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 37)
		n1 false (test_time = 2.08024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013051)
	variant  6066/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 36)
		n1 false (test_time = 2.10374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187206)
	variant  6067/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 35)
		n1 false (test_time = 2.06199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188994)
	variant  6068/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 34)
		n1 false (test_time = 2.16437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131202)
	variant  6069/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 33)
		n1 false (test_time = 2.11574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00455213)
	variant  6070/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 32)
		n1 false (test_time = 2.26187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00347185)
	variant  6071/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 31)
		n1 false (test_time = 2.07044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00275898)
	variant  6072/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 30)
		n1 false (test_time = 2.09649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230789)
	variant  6073/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 29)
		n1 false (test_time = 2.12615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00233197)
	variant  6074/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 28)
		n1 false (test_time = 2.0701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016551)
	variant  6075/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 27)
		n1 false (test_time = 2.08779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121713)
	variant  6076/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 26)
		n1 false (test_time = 2.1167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111079)
	variant  6077/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 25)
		n1 false (test_time = 2.20168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149298)
	variant  6078/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 24)
		n1 false (test_time = 2.08974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0017519)
	variant  6079/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 23)
		n1 false (test_time = 2.08592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106287)
	variant  6080/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 22)
		n1 false (test_time = 2.14473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000945807)
	variant  6081/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 21)
		n1 false (test_time = 2.05094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000975847)
	variant  6082/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 20)
		n1 false (test_time = 2.07266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018971)
	variant  6083/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 19)
		n1 false (test_time = 2.06049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155497)
	variant  6084/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 18)
		n1 false (test_time = 2.19827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173903)
	variant  6085/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 17)
		n1 false (test_time = 2.04275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001791)
	variant  6086/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 16)
		n1 false (test_time = 2.05791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147319)
	variant  6087/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 15)
		n1 false (test_time = 2.07434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00099802)
	variant  6088/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 14)
		n1 false (test_time = 2.03287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107503)
	variant  6089/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 13)
		n1 false (test_time = 2.09864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002249)
	variant  6090/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 12)
		n1 false (test_time = 2.13919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015099)
	variant  6091/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 11)
		n1 false (test_time = 2.128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191712)
	variant  6092/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 10)
		n1 false (test_time = 2.12468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163293)
	variant  6093/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 9)
		n1 false (test_time = 2.13297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124693)
	variant  6094/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 8)
		n1 false (test_time = 2.09068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000122786)
	variant  6095/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 7)
		n1 false (test_time = 2.10191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000124931)
	variant  6096/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 6)
		n1 false (test_time = 2.06259)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.91685e-05)
	variant  6097/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 5)
		n1 false (test_time = 2.16631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  6098/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 4)
		n1 false (test_time = 2.119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.60284e-05)
	variant  6099/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 3)
		n1 false (test_time = 2.07262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  6100/26032 = ?(1,a(849,737)) ?(2,a(849,736)) ?(3,a(849,734)) ?(4,a(849,732)) ?(5,a(849,730)) ?(6,a(849,729)) ?(7,a(849,728)) ?(8,a(849,727)) ?(9,a(849,726)) ?(10,a(849,725)) ?(11,a(849,724)) ?(12,a(849,723)) ?(13,a(849,715)) ?(14,a(849,713)) ?(15,a(849,711)) ?(16,a(849,710)) ?(17,a(849,709)) ?(18,a(849,708)) ?(19,a(849,707)) ?(20,a(849,705)) ?(21,a(849,704)) ?(22,a(849,703)) ?(23,a(849,701)) ?(24,a(849,700)) ?(25,a(849,699)) ?(26,a(849,698)) ?(27,a(849,697)) ?(28,a(849,695)) ?(29,a(849,693)) ?(30,a(849,692)) ?(31,a(849,690)) ?(32,a(849,679)) ?(33,a(849,678)) ?(34,a(849,675)) ?(35,a(849,674)) ?(36,a(849,673)) ?(37,a(849,672)) ?(38,a(849,671)) ?(39,a(849,670)) ?(40,a(849,667)) ?(41,a(849,666)) ?(42,a(849,665)) ?(43,a(849,662)) ?(44,a(849,661)) ?(45,a(849,659)) ?(46,a(849,657)) ?(47,a(849,656)) ?(48,a(849,654)) ?(49,a(849,651)) ?(50,a(849,648))  (21 tests, cond 2)
		n1 false (test_time = 2.14546)
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 = 0.531158)
search: ww_adaptive: found best (time_taken = 0.00110698)
	variant  6101/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 1)
		n1 false (test_time = 2.78291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236917)
	variant  6102/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 50)
		n1 false (test_time = 2.13537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168204)
	variant  6103/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 49)
		n1 false (test_time = 2.1159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165796)
	variant  6104/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 48)
		n1 false (test_time = 2.10347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169587)
	variant  6105/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 47)
		n1 false (test_time = 2.09182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166917)
	variant  6106/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 46)
		n1 false (test_time = 2.19577)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166297)
	variant  6107/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 45)
		n1 false (test_time = 2.08604)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170803)
	variant  6108/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 44)
		n1 false (test_time = 2.18872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174189)
	variant  6109/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 43)
		n1 false (test_time = 2.095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151396)
	variant  6110/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 42)
		n1 false (test_time = 2.1395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168014)
	variant  6111/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 41)
		n1 false (test_time = 2.11216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015049)
	variant  6112/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 40)
		n1 false (test_time = 2.09243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142288)
	variant  6113/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 39)
		n1 false (test_time = 2.08156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001513)
	variant  6114/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 38)
		n1 false (test_time = 2.08668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155592)
	variant  6115/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 37)
		n1 false (test_time = 2.14542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157809)
	variant  6116/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 36)
		n1 false (test_time = 2.13697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153399)
	variant  6117/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 35)
		n1 false (test_time = 2.11418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154901)
	variant  6118/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 34)
		n1 false (test_time = 2.19607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00172997)
	variant  6119/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 33)
		n1 false (test_time = 2.19211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142217)
	variant  6120/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 32)
		n1 false (test_time = 2.25346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173807)
	variant  6121/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 31)
		n1 false (test_time = 2.18019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222206)
	variant  6122/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 30)
		n1 false (test_time = 2.22452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00194097)
	variant  6123/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 29)
		n1 false (test_time = 2.11171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001086)
	variant  6124/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 28)
		n1 false (test_time = 2.14023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108194)
	variant  6125/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 27)
		n1 false (test_time = 2.10734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127292)
	variant  6126/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 26)
		n1 false (test_time = 2.2011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117207)
	variant  6127/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 25)
		n1 false (test_time = 2.15884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112104)
	variant  6128/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 24)
		n1 false (test_time = 2.12441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102091)
	variant  6129/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 23)
		n1 false (test_time = 2.10721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000993013)
	variant  6130/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 22)
		n1 false (test_time = 2.16549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000988007)
	variant  6131/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 21)
		n1 false (test_time = 2.14645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000928879)
	variant  6132/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 20)
		n1 false (test_time = 2.13394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001019)
	variant  6133/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 19)
		n1 false (test_time = 2.20781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000947952)
	variant  6134/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 18)
		n1 false (test_time = 2.07477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130892)
	variant  6135/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 17)
		n1 false (test_time = 2.14829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130987)
	variant  6136/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 16)
		n1 false (test_time = 2.09018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00380802)
	variant  6137/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 15)
		n1 false (test_time = 2.10285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216007)
	variant  6138/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 14)
		n1 false (test_time = 2.11011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00542712)
	variant  6139/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 13)
		n1 false (test_time = 2.105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196695)
	variant  6140/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 12)
		n1 false (test_time = 2.14247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019021)
	variant  6141/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 11)
		n1 false (test_time = 2.06695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019989)
	variant  6142/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 10)
		n1 false (test_time = 2.1282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191998)
	variant  6143/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 9)
		n1 false (test_time = 2.09223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149965)
	variant  6144/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 8)
		n1 false (test_time = 2.0898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000124931)
	variant  6145/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 7)
		n1 false (test_time = 2.17915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  6146/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 6)
		n1 false (test_time = 2.07618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.67844e-05)
	variant  6147/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 5)
		n1 false (test_time = 2.18096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  6148/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 4)
		n1 false (test_time = 2.0674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.10216e-05)
	variant  6149/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 3)
		n1 false (test_time = 2.07098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.96046e-06)
	variant  6150/26032 = ?(1,a(849,647)) ?(2,a(849,646)) ?(3,a(849,645)) ?(4,a(849,644)) ?(5,a(849,643)) ?(6,a(849,642)) ?(7,a(849,641)) ?(8,a(849,619)) ?(9,a(849,618)) ?(10,a(849,598)) ?(11,a(849,597)) ?(12,a(849,587)) ?(13,a(849,584)) ?(14,a(849,515)) ?(15,a(841,882)) ?(16,a(841,881)) ?(17,a(841,880)) ?(18,a(841,877)) ?(19,a(841,876)) ?(20,a(841,874)) ?(21,a(841,873)) ?(22,a(841,872)) ?(23,a(841,871)) ?(24,a(841,870)) ?(25,a(841,869)) ?(26,a(841,867)) ?(27,a(841,865)) ?(28,a(841,854)) ?(29,a(841,853)) ?(30,a(841,852)) ?(31,a(841,845)) ?(32,a(841,841)) ?(33,a(841,839)) ?(34,a(841,838)) ?(35,a(841,837)) ?(36,a(841,836)) ?(37,a(841,833)) ?(38,a(841,831)) ?(39,a(841,823)) ?(40,a(841,822)) ?(41,a(841,821)) ?(42,a(841,820)) ?(43,a(841,819)) ?(44,a(841,818)) ?(45,a(841,816)) ?(46,a(841,815)) ?(47,a(841,814)) ?(48,a(841,811)) ?(49,a(841,805)) ?(50,a(841,803))  (21 tests, cond 2)
		n1 false (test_time = 2.06174)
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 = 0.57128)
search: ww_adaptive: found best (time_taken = 0.00117016)
	variant  6151/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 1)
		n1 false (test_time = 2.84269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188589)
	variant  6152/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 50)
		n1 false (test_time = 181.823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196505)
	variant  6153/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 49)
		n1 false (test_time = 2.14741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237203)
	variant  6154/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 48)
		n1 false (test_time = 2.15221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203395)
	variant  6155/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 47)
		n1 false (test_time = 2.13859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202513)
	variant  6156/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 46)
		n1 false (test_time = 2.21458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148201)
	variant  6157/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 45)
		n1 false (test_time = 2.23774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159311)
	variant  6158/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 44)
		n1 false (test_time = 2.14024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00247693)
	variant  6159/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 43)
		n1 false (test_time = 2.24295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244594)
	variant  6160/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 42)
		n1 false (test_time = 2.20167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015409)
	variant  6161/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 41)
		n1 false (test_time = 2.17646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00245404)
	variant  6162/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 40)
		n1 false (test_time = 2.16287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154018)
	variant  6163/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 39)
		n1 false (test_time = 2.2091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020318)
	variant  6164/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 38)
		n1 false (test_time = 2.22525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197005)
	variant  6165/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 37)
		n1 false (test_time = 2.20783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002702)
	variant  6166/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 36)
		n1 false (test_time = 2.17917)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204206)
	variant  6167/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 35)
		n1 false (test_time = 2.21907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118899)
	variant  6168/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 34)
		n1 false (test_time = 2.23579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136018)
	variant  6169/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 33)
		n1 false (test_time = 2.21831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141907)
	variant  6170/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 32)
		n1 false (test_time = 2.27588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001297)
	variant  6171/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 31)
		n1 false (test_time = 2.22882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132394)
	variant  6172/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 30)
		n1 false (test_time = 2.20782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125194)
	variant  6173/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 29)
		n1 false (test_time = 2.15877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127482)
	variant  6174/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 28)
		n1 false (test_time = 2.14165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125003)
	variant  6175/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 27)
		n1 false (test_time = 2.2121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116205)
	variant  6176/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 26)
		n1 false (test_time = 2.18166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125098)
	variant  6177/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 25)
		n1 false (test_time = 2.22541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121498)
	variant  6178/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 24)
		n1 false (test_time = 2.23042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124383)
	variant  6179/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 23)
		n1 false (test_time = 2.19954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146294)
	variant  6180/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 22)
		n1 false (test_time = 2.1987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122595)
	variant  6181/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 21)
		n1 false (test_time = 2.15501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000960827)
	variant  6182/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 20)
		n1 false (test_time = 2.13349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000911951)
	variant  6183/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 19)
		n1 false (test_time = 2.13149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113511)
	variant  6184/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 18)
		n1 false (test_time = 2.18491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116897)
	variant  6185/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 17)
		n1 false (test_time = 2.15962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000866175)
	variant  6186/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 16)
		n1 false (test_time = 2.13674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00112915)
	variant  6187/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 15)
		n1 false (test_time = 2.14285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000813007)
	variant  6188/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 14)
		n1 false (test_time = 2.13695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121808)
	variant  6189/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 13)
		n1 false (test_time = 2.13797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109291)
	variant  6190/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 12)
		n1 false (test_time = 2.15792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001122)
	variant  6191/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 11)
		n1 false (test_time = 2.17216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000910997)
	variant  6192/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 10)
		n1 false (test_time = 2.20581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000761032)
	variant  6193/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 9)
		n1 false (test_time = 181.812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0001719)
	variant  6194/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 8)
		n1 false (test_time = 2.17467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133038)
	variant  6195/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 7)
		n1 false (test_time = 2.17435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000119925)
	variant  6196/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 6)
		n1 false (test_time = 2.23816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  6197/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 5)
		n1 false (test_time = 2.27805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.20296e-05)
	variant  6198/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 4)
		n1 false (test_time = 2.17084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant  6199/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 3)
		n1 false (test_time = 2.19242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6200/26032 = ?(1,a(841,802)) ?(2,a(841,801)) ?(3,a(841,799)) ?(4,a(841,798)) ?(5,a(841,790)) ?(6,a(841,789)) ?(7,a(841,788)) ?(8,a(841,787)) ?(9,a(841,786)) ?(10,a(841,785)) ?(11,a(841,784)) ?(12,a(841,781)) ?(13,a(841,780)) ?(14,a(841,779)) ?(15,a(841,778)) ?(16,a(841,777)) ?(17,a(841,776)) ?(18,a(841,775)) ?(19,a(841,759)) ?(20,a(841,758)) ?(21,a(841,757)) ?(22,a(841,756)) ?(23,a(841,755)) ?(24,a(841,754)) ?(25,a(841,753)) ?(26,a(841,752)) ?(27,a(841,751)) ?(28,a(841,738)) ?(29,a(841,737)) ?(30,a(841,736)) ?(31,a(841,734)) ?(32,a(841,732)) ?(33,a(841,730)) ?(34,a(841,729)) ?(35,a(841,728)) ?(36,a(841,727)) ?(37,a(841,726)) ?(38,a(841,725)) ?(39,a(841,724)) ?(40,a(841,723)) ?(41,a(841,715)) ?(42,a(841,713)) ?(43,a(841,711)) ?(44,a(841,710)) ?(45,a(841,709)) ?(46,a(841,708)) ?(47,a(841,707)) ?(48,a(841,705)) ?(49,a(841,704)) ?(50,a(841,703))  (21 tests, cond 2)
		n1 false (test_time = 2.23315)
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 = 0.556598)
search: ww_adaptive: found best (time_taken = 0.00101209)
	variant  6201/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 1)
		n1 false (test_time = 2.77308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199223)
	variant  6202/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 50)
		n1 false (test_time = 2.04508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174689)
	variant  6203/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 49)
		n1 false (test_time = 2.04413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149584)
	variant  6204/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 48)
		n1 false (test_time = 2.09546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146985)
	variant  6205/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 47)
		n1 false (test_time = 2.15517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144196)
	variant  6206/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 46)
		n1 false (test_time = 2.09904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142193)
	variant  6207/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 45)
		n1 false (test_time = 2.22205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141001)
	variant  6208/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 44)
		n1 false (test_time = 2.06464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211692)
	variant  6209/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 43)
		n1 false (test_time = 2.09585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132394)
	variant  6210/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 42)
		n1 false (test_time = 2.14179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137186)
	variant  6211/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 41)
		n1 false (test_time = 2.06644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161505)
	variant  6212/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 40)
		n1 false (test_time = 2.13352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141501)
	variant  6213/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 39)
		n1 false (test_time = 2.09572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173783)
	variant  6214/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 38)
		n1 false (test_time = 2.18487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0021801)
	variant  6215/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 37)
		n1 false (test_time = 2.05966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218296)
	variant  6216/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 36)
		n1 false (test_time = 2.11575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00452495)
	variant  6217/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 35)
		n1 false (test_time = 2.1136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00411701)
	variant  6218/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 34)
		n1 false (test_time = 2.08762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00309801)
	variant  6219/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 33)
		n1 false (test_time = 2.09794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228)
	variant  6220/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 32)
		n1 false (test_time = 2.14172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236893)
	variant  6221/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 31)
		n1 false (test_time = 2.08388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192904)
	variant  6222/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 30)
		n1 false (test_time = 2.03992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129318)
	variant  6223/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 29)
		n1 false (test_time = 2.08798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124407)
	variant  6224/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 28)
		n1 false (test_time = 2.19292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166893)
	variant  6225/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 27)
		n1 false (test_time = 2.1794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171995)
	variant  6226/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 26)
		n1 false (test_time = 2.15148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001755)
	variant  6227/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 25)
		n1 false (test_time = 2.25499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159693)
	variant  6228/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 24)
		n1 false (test_time = 2.21472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144601)
	variant  6229/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 23)
		n1 false (test_time = 2.16045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170898)
	variant  6230/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 22)
		n1 false (test_time = 2.13085)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203109)
	variant  6231/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 21)
		n1 false (test_time = 2.0881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153017)
	variant  6232/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 20)
		n1 false (test_time = 2.08138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137901)
	variant  6233/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 19)
		n1 false (test_time = 2.13874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244284)
	variant  6234/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 18)
		n1 false (test_time = 2.09588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207806)
	variant  6235/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 17)
		n1 false (test_time = 2.12044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105286)
	variant  6236/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 16)
		n1 false (test_time = 2.0776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103998)
	variant  6237/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 15)
		n1 false (test_time = 2.09216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196099)
	variant  6238/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 14)
		n1 false (test_time = 2.09108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132298)
	variant  6239/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 13)
		n1 false (test_time = 2.10035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167608)
	variant  6240/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 12)
		n1 false (test_time = 2.14373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202203)
	variant  6241/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 11)
		n1 false (test_time = 2.1379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160384)
	variant  6242/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 10)
		n1 false (test_time = 2.10425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187182)
	variant  6243/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 9)
		n1 false (test_time = 2.11126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000206947)
	variant  6244/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 8)
		n1 false (test_time = 2.02803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000135899)
	variant  6245/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 7)
		n1 false (test_time = 2.06672)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000109196)
	variant  6246/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 6)
		n1 false (test_time = 2.12617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  6247/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 5)
		n1 false (test_time = 2.11172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.48499e-05)
	variant  6248/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 4)
		n1 false (test_time = 2.10677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.19753e-05)
	variant  6249/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 3)
		n1 false (test_time = 2.14797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6250/26032 = ?(1,a(841,701)) ?(2,a(841,700)) ?(3,a(841,699)) ?(4,a(841,698)) ?(5,a(841,697)) ?(6,a(841,695)) ?(7,a(841,693)) ?(8,a(841,692)) ?(9,a(841,690)) ?(10,a(841,679)) ?(11,a(841,678)) ?(12,a(841,675)) ?(13,a(841,674)) ?(14,a(841,673)) ?(15,a(841,672)) ?(16,a(841,671)) ?(17,a(841,670)) ?(18,a(841,667)) ?(19,a(841,666)) ?(20,a(841,665)) ?(21,a(841,662)) ?(22,a(841,661)) ?(23,a(841,659)) ?(24,a(841,657)) ?(25,a(841,656)) ?(26,a(841,654)) ?(27,a(841,651)) ?(28,a(841,648)) ?(29,a(841,647)) ?(30,a(841,646)) ?(31,a(841,645)) ?(32,a(841,644)) ?(33,a(841,643)) ?(34,a(841,642)) ?(35,a(841,641)) ?(36,a(841,619)) ?(37,a(841,618)) ?(38,a(841,598)) ?(39,a(841,597)) ?(40,a(841,587)) ?(41,a(841,584)) ?(42,a(841,515)) ?(43,a(840,882)) ?(44,a(840,881)) ?(45,a(840,880)) ?(46,a(840,877)) ?(47,a(840,876)) ?(48,a(840,874)) ?(49,a(840,873)) ?(50,a(840,872))  (21 tests, cond 2)
		n1 false (test_time = 2.11669)
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 = 0.543355)
search: ww_adaptive: found best (time_taken = 0.002455)
	variant  6251/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 1)
		n1 false (test_time = 2.99599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022161)
	variant  6252/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 50)
		n1 false (test_time = 2.18249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169206)
	variant  6253/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 49)
		n1 false (test_time = 2.1942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174689)
	variant  6254/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 48)
		n1 false (test_time = 2.16994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00172615)
	variant  6255/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 47)
		n1 false (test_time = 2.17783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155902)
	variant  6256/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 46)
		n1 false (test_time = 2.21954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163412)
	variant  6257/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 45)
		n1 false (test_time = 2.16027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163913)
	variant  6258/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 44)
		n1 false (test_time = 2.315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168204)
	variant  6259/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 43)
		n1 false (test_time = 2.15926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156999)
	variant  6260/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 42)
		n1 false (test_time = 2.2477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178289)
	variant  6261/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 41)
		n1 false (test_time = 2.16852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015769)
	variant  6262/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 40)
		n1 false (test_time = 2.20045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149512)
	variant  6263/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 39)
		n1 false (test_time = 2.20802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217009)
	variant  6264/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 38)
		n1 false (test_time = 2.177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139904)
	variant  6265/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 37)
		n1 false (test_time = 181.895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124502)
	variant  6266/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 36)
		n1 false (test_time = 2.22365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133395)
	variant  6267/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 35)
		n1 false (test_time = 2.14989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159597)
	variant  6268/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 34)
		n1 false (test_time = 2.15273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00215602)
	variant  6269/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 33)
		n1 false (test_time = 2.20286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129104)
	variant  6270/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 32)
		n1 false (test_time = 2.27985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140595)
	variant  6271/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 31)
		n1 false (test_time = 2.19509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148106)
	variant  6272/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 30)
		n1 false (test_time = 2.28958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001333)
	variant  6273/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 29)
		n1 false (test_time = 2.15637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123882)
	variant  6274/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 28)
		n1 false (test_time = 2.19836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001302)
	variant  6275/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 27)
		n1 false (test_time = 2.17363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117779)
	variant  6276/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 26)
		n1 false (test_time = 2.31065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146389)
	variant  6277/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 25)
		n1 false (test_time = 2.2527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107002)
	variant  6278/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 24)
		n1 false (test_time = 2.25741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000946045)
	variant  6279/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 23)
		n1 false (test_time = 2.24621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102615)
	variant  6280/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 22)
		n1 false (test_time = 2.27554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000990868)
	variant  6281/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 21)
		n1 false (test_time = 2.26084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149822)
	variant  6282/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 20)
		n1 false (test_time = 2.22366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000930071)
	variant  6283/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 19)
		n1 false (test_time = 2.26248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00096488)
	variant  6284/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 18)
		n1 false (test_time = 2.19427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114012)
	variant  6285/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 17)
		n1 false (test_time = 2.15096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010438)
	variant  6286/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 16)
		n1 false (test_time = 2.21017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00089097)
	variant  6287/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 15)
		n1 false (test_time = 2.1974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000856876)
	variant  6288/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 14)
		n1 false (test_time = 2.29484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000897169)
	variant  6289/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 13)
		n1 false (test_time = 2.20278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000846148)
	variant  6290/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 12)
		n1 false (test_time = 2.22049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0025239)
	variant  6291/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 11)
		n1 false (test_time = 2.22831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00290608)
	variant  6292/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 10)
		n1 false (test_time = 2.19581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018096)
	variant  6293/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 9)
		n1 false (test_time = 2.22162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144958)
	variant  6294/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 8)
		n1 false (test_time = 2.2407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133991)
	variant  6295/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 7)
		n1 false (test_time = 2.3599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000155926)
	variant  6296/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 6)
		n1 false (test_time = 2.31462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  6297/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 5)
		n1 false (test_time = 2.32369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.88894e-05)
	variant  6298/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 4)
		n1 false (test_time = 2.44247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.98295e-05)
	variant  6299/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 3)
		n1 false (test_time = 2.50051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  6300/26032 = ?(1,a(840,871)) ?(2,a(840,870)) ?(3,a(840,869)) ?(4,a(840,867)) ?(5,a(840,865)) ?(6,a(840,854)) ?(7,a(840,853)) ?(8,a(840,852)) ?(9,a(840,845)) ?(10,a(840,841)) ?(11,a(840,839)) ?(12,a(840,838)) ?(13,a(840,837)) ?(14,a(840,836)) ?(15,a(840,833)) ?(16,a(840,831)) ?(17,a(840,823)) ?(18,a(840,822)) ?(19,a(840,821)) ?(20,a(840,820)) ?(21,a(840,819)) ?(22,a(840,818)) ?(23,a(840,816)) ?(24,a(840,815)) ?(25,a(840,814)) ?(26,a(840,811)) ?(27,a(840,805)) ?(28,a(840,803)) ?(29,a(840,802)) ?(30,a(840,801)) ?(31,a(840,799)) ?(32,a(840,798)) ?(33,a(840,790)) ?(34,a(840,789)) ?(35,a(840,788)) ?(36,a(840,787)) ?(37,a(840,786)) ?(38,a(840,785)) ?(39,a(840,784)) ?(40,a(840,781)) ?(41,a(840,780)) ?(42,a(840,779)) ?(43,a(840,778)) ?(44,a(840,777)) ?(45,a(840,776)) ?(46,a(840,775)) ?(47,a(840,759)) ?(48,a(840,758)) ?(49,a(840,757)) ?(50,a(840,756))  (21 tests, cond 2)
		n1 false (test_time = 2.42466)
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 = 0.664243)
search: ww_adaptive: found best (time_taken = 0.00127888)
	variant  6301/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 1)
		n1 false (test_time = 3.11326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00321412)
	variant  6302/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 50)
		n1 false (test_time = 2.26269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173712)
	variant  6303/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 49)
		n1 false (test_time = 2.25681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216699)
	variant  6304/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 48)
		n1 false (test_time = 2.16018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236893)
	variant  6305/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 47)
		n1 false (test_time = 2.14146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222206)
	variant  6306/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 46)
		n1 false (test_time = 2.09703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225592)
	variant  6307/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 45)
		n1 false (test_time = 2.12461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183392)
	variant  6308/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 44)
		n1 false (test_time = 2.08081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216293)
	variant  6309/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 43)
		n1 false (test_time = 2.15793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139689)
	variant  6310/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 42)
		n1 false (test_time = 2.17055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203419)
	variant  6311/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 41)
		n1 false (test_time = 2.13683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160217)
	variant  6312/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 40)
		n1 false (test_time = 2.16497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222588)
	variant  6313/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 39)
		n1 false (test_time = 2.16047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164914)
	variant  6314/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 38)
		n1 false (test_time = 2.12214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197697)
	variant  6315/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 37)
		n1 false (test_time = 2.09699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138807)
	variant  6316/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 36)
		n1 false (test_time = 2.13179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176191)
	variant  6317/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 35)
		n1 false (test_time = 2.09943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199819)
	variant  6318/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 34)
		n1 false (test_time = 2.12788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128198)
	variant  6319/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 33)
		n1 false (test_time = 2.10756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195408)
	variant  6320/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 32)
		n1 false (test_time = 2.15789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129104)
	variant  6321/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 31)
		n1 false (test_time = 2.11993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113487)
	variant  6322/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 30)
		n1 false (test_time = 2.13948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133181)
	variant  6323/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 29)
		n1 false (test_time = 2.15323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121403)
	variant  6324/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 28)
		n1 false (test_time = 181.748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001194)
	variant  6325/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 27)
		n1 false (test_time = 2.08622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154114)
	variant  6326/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 26)
		n1 false (test_time = 2.11225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118494)
	variant  6327/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 25)
		n1 false (test_time = 2.17631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118709)
	variant  6328/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 24)
		n1 false (test_time = 2.19999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117493)
	variant  6329/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 23)
		n1 false (test_time = 2.24314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107503)
	variant  6330/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 22)
		n1 false (test_time = 2.23474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115108)
	variant  6331/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 21)
		n1 false (test_time = 2.22052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108695)
	variant  6332/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 20)
		n1 false (test_time = 2.16588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109506)
	variant  6333/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 19)
		n1 false (test_time = 2.16861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129318)
	variant  6334/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 18)
		n1 false (test_time = 2.11821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000960112)
	variant  6335/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 17)
		n1 false (test_time = 2.16861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000880957)
	variant  6336/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 16)
		n1 false (test_time = 2.19315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104594)
	variant  6337/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 15)
		n1 false (test_time = 2.11701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001091)
	variant  6338/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 14)
		n1 false (test_time = 2.13868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000847101)
	variant  6339/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 13)
		n1 false (test_time = 2.12911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000870943)
	variant  6340/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 12)
		n1 false (test_time = 2.1835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102496)
	variant  6341/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 11)
		n1 false (test_time = 2.16266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983953)
	variant  6342/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 10)
		n1 false (test_time = 2.12377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0001719)
	variant  6343/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 9)
		n1 false (test_time = 2.10546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150919)
	variant  6344/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 8)
		n1 false (test_time = 2.09755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000129938)
	variant  6345/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 7)
		n1 false (test_time = 2.13734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  6346/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 6)
		n1 false (test_time = 2.13937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  6347/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 5)
		n1 false (test_time = 2.08618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  6348/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 4)
		n1 false (test_time = 2.1246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.79629e-05)
	variant  6349/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 3)
		n1 false (test_time = 2.13004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6350/26032 = ?(1,a(840,755)) ?(2,a(840,754)) ?(3,a(840,753)) ?(4,a(840,752)) ?(5,a(840,751)) ?(6,a(840,738)) ?(7,a(840,737)) ?(8,a(840,736)) ?(9,a(840,734)) ?(10,a(840,732)) ?(11,a(840,730)) ?(12,a(840,729)) ?(13,a(840,728)) ?(14,a(840,727)) ?(15,a(840,726)) ?(16,a(840,725)) ?(17,a(840,724)) ?(18,a(840,723)) ?(19,a(840,715)) ?(20,a(840,713)) ?(21,a(840,711)) ?(22,a(840,710)) ?(23,a(840,709)) ?(24,a(840,708)) ?(25,a(840,707)) ?(26,a(840,705)) ?(27,a(840,704)) ?(28,a(840,703)) ?(29,a(840,701)) ?(30,a(840,700)) ?(31,a(840,699)) ?(32,a(840,698)) ?(33,a(840,697)) ?(34,a(840,695)) ?(35,a(840,693)) ?(36,a(840,692)) ?(37,a(840,690)) ?(38,a(840,679)) ?(39,a(840,678)) ?(40,a(840,675)) ?(41,a(840,674)) ?(42,a(840,673)) ?(43,a(840,672)) ?(44,a(840,671)) ?(45,a(840,670)) ?(46,a(840,667)) ?(47,a(840,666)) ?(48,a(840,665)) ?(49,a(840,662)) ?(50,a(840,661))  (21 tests, cond 2)
		n1 false (test_time = 2.1427)
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 = 0.59749)
search: ww_adaptive: found best (time_taken = 0.00100803)
	variant  6351/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 1)
		n1 false (test_time = 2.80023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196409)
	variant  6352/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 50)
		n1 false (test_time = 2.1795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162792)
	variant  6353/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 49)
		n1 false (test_time = 2.1447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151682)
	variant  6354/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 48)
		n1 false (test_time = 2.25153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149107)
	variant  6355/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 47)
		n1 false (test_time = 2.09007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139093)
	variant  6356/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 46)
		n1 false (test_time = 2.13121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147915)
	variant  6357/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 45)
		n1 false (test_time = 2.18958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145006)
	variant  6358/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 44)
		n1 false (test_time = 2.08966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142193)
	variant  6359/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 43)
		n1 false (test_time = 2.09167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140619)
	variant  6360/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 42)
		n1 false (test_time = 2.16841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013411)
	variant  6361/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 41)
		n1 false (test_time = 2.09381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167608)
	variant  6362/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 40)
		n1 false (test_time = 2.10438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196004)
	variant  6363/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 39)
		n1 false (test_time = 2.11416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001333)
	variant  6364/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 38)
		n1 false (test_time = 2.12918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134611)
	variant  6365/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 37)
		n1 false (test_time = 2.06231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00408888)
	variant  6366/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 36)
		n1 false (test_time = 2.10783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00533605)
	variant  6367/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 35)
		n1 false (test_time = 2.11924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.03528)
	variant  6368/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 34)
		n1 false (test_time = 2.08996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00365305)
	variant  6369/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 33)
		n1 false (test_time = 2.1002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00250602)
	variant  6370/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 32)
		n1 false (test_time = 2.17787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229502)
	variant  6371/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 31)
		n1 false (test_time = 2.14169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164413)
	variant  6372/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 30)
		n1 false (test_time = 2.1125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129008)
	variant  6373/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 29)
		n1 false (test_time = 2.16474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011909)
	variant  6374/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 28)
		n1 false (test_time = 2.14646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115609)
	variant  6375/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 27)
		n1 false (test_time = 2.21121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119591)
	variant  6376/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 26)
		n1 false (test_time = 2.12401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167394)
	variant  6377/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 25)
		n1 false (test_time = 2.08687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148487)
	variant  6378/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 24)
		n1 false (test_time = 2.11743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135207)
	variant  6379/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 23)
		n1 false (test_time = 2.11125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127101)
	variant  6380/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 22)
		n1 false (test_time = 2.13406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000972986)
	variant  6381/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 21)
		n1 false (test_time = 2.14022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181198)
	variant  6382/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 20)
		n1 false (test_time = 2.09049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136304)
	variant  6383/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 19)
		n1 false (test_time = 2.04558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137305)
	variant  6384/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 18)
		n1 false (test_time = 2.06637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171018)
	variant  6385/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 17)
		n1 false (test_time = 2.08413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147796)
	variant  6386/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 16)
		n1 false (test_time = 2.07462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00097394)
	variant  6387/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 15)
		n1 false (test_time = 2.15268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101805)
	variant  6388/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 14)
		n1 false (test_time = 2.10706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204086)
	variant  6389/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 13)
		n1 false (test_time = 2.17676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131798)
	variant  6390/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 12)
		n1 false (test_time = 2.15099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160694)
	variant  6391/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 11)
		n1 false (test_time = 2.08052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000187159)
	variant  6392/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 10)
		n1 false (test_time = 2.09516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000182152)
	variant  6393/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 9)
		n1 false (test_time = 2.08773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000168085)
	variant  6394/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 8)
		n1 false (test_time = 2.1029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000146151)
	variant  6395/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 7)
		n1 false (test_time = 2.11445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000127792)
	variant  6396/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 6)
		n1 false (test_time = 2.08869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000103951)
	variant  6397/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 5)
		n1 false (test_time = 2.10456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.29561e-05)
	variant  6398/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 4)
		n1 false (test_time = 2.10293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant  6399/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 3)
		n1 false (test_time = 2.0921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  6400/26032 = ?(1,a(840,659)) ?(2,a(840,657)) ?(3,a(840,656)) ?(4,a(840,654)) ?(5,a(840,651)) ?(6,a(840,648)) ?(7,a(840,647)) ?(8,a(840,646)) ?(9,a(840,645)) ?(10,a(840,644)) ?(11,a(840,643)) ?(12,a(840,642)) ?(13,a(840,641)) ?(14,a(840,619)) ?(15,a(840,618)) ?(16,a(840,598)) ?(17,a(840,597)) ?(18,a(840,587)) ?(19,a(840,584)) ?(20,a(840,515)) ?(21,a(838,882)) ?(22,a(838,881)) ?(23,a(838,880)) ?(24,a(838,877)) ?(25,a(838,876)) ?(26,a(838,874)) ?(27,a(838,873)) ?(28,a(838,872)) ?(29,a(838,871)) ?(30,a(838,870)) ?(31,a(838,869)) ?(32,a(838,867)) ?(33,a(838,865)) ?(34,a(838,854)) ?(35,a(838,853)) ?(36,a(838,852)) ?(37,a(838,845)) ?(38,a(838,841)) ?(39,a(838,839)) ?(40,a(838,838)) ?(41,a(838,837)) ?(42,a(838,836)) ?(43,a(838,833)) ?(44,a(838,831)) ?(45,a(838,823)) ?(46,a(838,822)) ?(47,a(838,821)) ?(48,a(838,820)) ?(49,a(838,819)) ?(50,a(838,818))  (21 tests, cond 2)
		n1 false (test_time = 2.16789)
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 = 0.535216)
search: ww_adaptive: found best (time_taken = 0.000984192)
	variant  6401/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 1)
		n1 false (test_time = 2.93838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238585)
	variant  6402/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 50)
		n1 false (test_time = 2.31941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019331)
	variant  6403/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 49)
		n1 false (test_time = 2.25613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243998)
	variant  6404/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 48)
		n1 false (test_time = 2.29937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199795)
	variant  6405/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 47)
		n1 false (test_time = 2.34513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161886)
	variant  6406/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 46)
		n1 false (test_time = 2.38714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198698)
	variant  6407/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 45)
		n1 false (test_time = 2.49493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182319)
	variant  6408/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 44)
		n1 false (test_time = 2.40548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181007)
	variant  6409/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 43)
		n1 false (test_time = 2.41484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204992)
	variant  6410/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 42)
		n1 false (test_time = 2.49066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146604)
	variant  6411/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 41)
		n1 false (test_time = 2.32564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146699)
	variant  6412/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 40)
		n1 false (test_time = 2.20762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144506)
	variant  6413/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 39)
		n1 false (test_time = 2.19242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135183)
	variant  6414/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 38)
		n1 false (test_time = 2.16224)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133801)
	variant  6415/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 37)
		n1 false (test_time = 2.19826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145006)
	variant  6416/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 36)
		n1 false (test_time = 2.20953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127792)
	variant  6417/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 35)
		n1 false (test_time = 2.16408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140595)
	variant  6418/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 34)
		n1 false (test_time = 2.18301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117683)
	variant  6419/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 33)
		n1 false (test_time = 2.16479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133705)
	variant  6420/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 32)
		n1 false (test_time = 2.24876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135303)
	variant  6421/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 31)
		n1 false (test_time = 2.17576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141001)
	variant  6422/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 30)
		n1 false (test_time = 2.23405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150704)
	variant  6423/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 29)
		n1 false (test_time = 2.15486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135994)
	variant  6424/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 28)
		n1 false (test_time = 2.26312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115895)
	variant  6425/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 27)
		n1 false (test_time = 2.21281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134301)
	variant  6426/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 26)
		n1 false (test_time = 2.24897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142193)
	variant  6427/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 25)
		n1 false (test_time = 2.19395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131702)
	variant  6428/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 24)
		n1 false (test_time = 2.20242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100517)
	variant  6429/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 23)
		n1 false (test_time = 2.20751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110698)
	variant  6430/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 22)
		n1 false (test_time = 2.20947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115585)
	variant  6431/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 21)
		n1 false (test_time = 2.23347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000962973)
	variant  6432/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 20)
		n1 false (test_time = 2.20912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000869036)
	variant  6433/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 19)
		n1 false (test_time = 2.29283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000838995)
	variant  6434/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 18)
		n1 false (test_time = 2.20038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000853062)
	variant  6435/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 17)
		n1 false (test_time = 2.24884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000913858)
	variant  6436/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 16)
		n1 false (test_time = 2.12268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000832081)
	variant  6437/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 15)
		n1 false (test_time = 181.83)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000898123)
	variant  6438/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 14)
		n1 false (test_time = 2.16724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000846863)
	variant  6439/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 13)
		n1 false (test_time = 2.24731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000785828)
	variant  6440/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 12)
		n1 false (test_time = 2.24189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000771999)
	variant  6441/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 11)
		n1 false (test_time = 2.18125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000204086)
	variant  6442/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 10)
		n1 false (test_time = 2.20315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164032)
	variant  6443/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 9)
		n1 false (test_time = 2.14415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144005)
	variant  6444/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 8)
		n1 false (test_time = 2.14679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000127077)
	variant  6445/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 7)
		n1 false (test_time = 2.17728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000115156)
	variant  6446/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 6)
		n1 false (test_time = 2.14281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169039)
	variant  6447/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 5)
		n1 false (test_time = 2.14649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.81877e-05)
	variant  6448/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 4)
		n1 false (test_time = 2.17877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.19753e-05)
	variant  6449/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 3)
		n1 false (test_time = 2.15961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6450/26032 = ?(1,a(838,816)) ?(2,a(838,815)) ?(3,a(838,814)) ?(4,a(838,811)) ?(5,a(838,805)) ?(6,a(838,803)) ?(7,a(838,802)) ?(8,a(838,801)) ?(9,a(838,799)) ?(10,a(838,798)) ?(11,a(838,790)) ?(12,a(838,789)) ?(13,a(838,788)) ?(14,a(838,787)) ?(15,a(838,786)) ?(16,a(838,785)) ?(17,a(838,784)) ?(18,a(838,781)) ?(19,a(838,780)) ?(20,a(838,779)) ?(21,a(838,778)) ?(22,a(838,777)) ?(23,a(838,776)) ?(24,a(838,775)) ?(25,a(838,759)) ?(26,a(838,758)) ?(27,a(838,757)) ?(28,a(838,756)) ?(29,a(838,755)) ?(30,a(838,754)) ?(31,a(838,753)) ?(32,a(838,752)) ?(33,a(838,751)) ?(34,a(838,738)) ?(35,a(838,737)) ?(36,a(838,736)) ?(37,a(838,734)) ?(38,a(838,732)) ?(39,a(838,730)) ?(40,a(838,729)) ?(41,a(838,728)) ?(42,a(838,727)) ?(43,a(838,726)) ?(44,a(838,725)) ?(45,a(838,724)) ?(46,a(838,723)) ?(47,a(838,715)) ?(48,a(838,713)) ?(49,a(838,711)) ?(50,a(838,710))  (21 tests, cond 2)
		n1 false (test_time = 2.20635)
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 = 0.526329)
search: ww_adaptive: found best (time_taken = 0.00100303)
	variant  6451/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 1)
		n1 false (test_time = 2.70993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00579405)
	variant  6452/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 50)
		n1 false (test_time = 2.11624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00299287)
	variant  6453/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 49)
		n1 false (test_time = 2.08703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00261497)
	variant  6454/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 48)
		n1 false (test_time = 2.08398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00258183)
	variant  6455/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 47)
		n1 false (test_time = 2.0967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169396)
	variant  6456/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 46)
		n1 false (test_time = 2.09242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160384)
	variant  6457/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 45)
		n1 false (test_time = 2.05964)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00147891)
	variant  6458/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 44)
		n1 false (test_time = 2.12745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00283599)
	variant  6459/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 43)
		n1 false (test_time = 2.18094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00224805)
	variant  6460/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 42)
		n1 false (test_time = 2.26705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174904)
	variant  6461/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 41)
		n1 false (test_time = 2.11628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223804)
	variant  6462/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 40)
		n1 false (test_time = 2.08503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195503)
	variant  6463/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 39)
		n1 false (test_time = 2.13254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128388)
	variant  6464/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 38)
		n1 false (test_time = 2.11736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192094)
	variant  6465/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 37)
		n1 false (test_time = 2.13541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145388)
	variant  6466/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 36)
		n1 false (test_time = 2.12499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114393)
	variant  6467/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 35)
		n1 false (test_time = 2.13826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151205)
	variant  6468/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 34)
		n1 false (test_time = 2.10245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121903)
	variant  6469/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 33)
		n1 false (test_time = 2.10649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014081)
	variant  6470/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 32)
		n1 false (test_time = 2.12635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164199)
	variant  6471/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 31)
		n1 false (test_time = 2.15367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131488)
	variant  6472/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 30)
		n1 false (test_time = 2.14226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133896)
	variant  6473/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 29)
		n1 false (test_time = 2.11442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173402)
	variant  6474/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 28)
		n1 false (test_time = 2.16)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020678)
	variant  6475/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 27)
		n1 false (test_time = 2.07352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117397)
	variant  6476/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 26)
		n1 false (test_time = 2.17045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119591)
	variant  6477/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 25)
		n1 false (test_time = 2.09074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128698)
	variant  6478/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 24)
		n1 false (test_time = 2.16046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116014)
	variant  6479/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 23)
		n1 false (test_time = 2.11624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110006)
	variant  6480/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 22)
		n1 false (test_time = 2.14492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102592)
	variant  6481/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 21)
		n1 false (test_time = 2.12079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111508)
	variant  6482/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 20)
		n1 false (test_time = 2.08762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105381)
	variant  6483/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 19)
		n1 false (test_time = 2.10844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001122)
	variant  6484/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 18)
		n1 false (test_time = 2.10151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106502)
	variant  6485/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 17)
		n1 false (test_time = 2.10214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000921011)
	variant  6486/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 16)
		n1 false (test_time = 2.17265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100112)
	variant  6487/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 15)
		n1 false (test_time = 2.12495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000980139)
	variant  6488/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 14)
		n1 false (test_time = 2.09469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000905991)
	variant  6489/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 13)
		n1 false (test_time = 2.10458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000922203)
	variant  6490/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 12)
		n1 false (test_time = 2.14336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000990152)
	variant  6491/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 11)
		n1 false (test_time = 2.08421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000196934)
	variant  6492/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 10)
		n1 false (test_time = 2.08017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174999)
	variant  6493/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 9)
		n1 false (test_time = 2.07135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000181913)
	variant  6494/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 8)
		n1 false (test_time = 2.09919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000124931)
	variant  6495/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 7)
		n1 false (test_time = 2.09856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  6496/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 6)
		n1 false (test_time = 181.707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108957)
	variant  6497/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 5)
		n1 false (test_time = 2.1335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.39233e-05)
	variant  6498/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 4)
		n1 false (test_time = 2.15788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.89437e-05)
	variant  6499/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 3)
		n1 false (test_time = 2.15459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6500/26032 = ?(1,a(838,709)) ?(2,a(838,708)) ?(3,a(838,707)) ?(4,a(838,705)) ?(5,a(838,704)) ?(6,a(838,703)) ?(7,a(838,701)) ?(8,a(838,700)) ?(9,a(838,699)) ?(10,a(838,698)) ?(11,a(838,697)) ?(12,a(838,695)) ?(13,a(838,693)) ?(14,a(838,692)) ?(15,a(838,690)) ?(16,a(838,679)) ?(17,a(838,678)) ?(18,a(838,675)) ?(19,a(838,674)) ?(20,a(838,673)) ?(21,a(838,672)) ?(22,a(838,671)) ?(23,a(838,670)) ?(24,a(838,667)) ?(25,a(838,666)) ?(26,a(838,665)) ?(27,a(838,662)) ?(28,a(838,661)) ?(29,a(838,659)) ?(30,a(838,657)) ?(31,a(838,656)) ?(32,a(838,654)) ?(33,a(838,651)) ?(34,a(838,648)) ?(35,a(838,647)) ?(36,a(838,646)) ?(37,a(838,645)) ?(38,a(838,644)) ?(39,a(838,643)) ?(40,a(838,642)) ?(41,a(838,641)) ?(42,a(838,619)) ?(43,a(838,618)) ?(44,a(838,598)) ?(45,a(838,597)) ?(46,a(838,587)) ?(47,a(838,584)) ?(48,a(838,515)) ?(49,a(837,882)) ?(50,a(837,881))  (21 tests, cond 2)
		n1 false (test_time = 2.16256)
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 = 0.568557)
search: ww_adaptive: found best (time_taken = 0.000982046)
	variant  6501/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 1)
		n1 false (test_time = 2.88506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174403)
	variant  6502/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 50)
		n1 false (test_time = 2.16043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178719)
	variant  6503/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 49)
		n1 false (test_time = 2.22377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167012)
	variant  6504/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 48)
		n1 false (test_time = 2.18879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182796)
	variant  6505/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 47)
		n1 false (test_time = 2.25694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168085)
	variant  6506/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 46)
		n1 false (test_time = 2.18789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166917)
	variant  6507/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 45)
		n1 false (test_time = 2.29048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190711)
	variant  6508/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 44)
		n1 false (test_time = 2.19801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199103)
	variant  6509/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 43)
		n1 false (test_time = 181.83)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135183)
	variant  6510/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 42)
		n1 false (test_time = 2.19828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171804)
	variant  6511/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 41)
		n1 false (test_time = 2.16372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196314)
	variant  6512/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 40)
		n1 false (test_time = 2.23492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152111)
	variant  6513/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 39)
		n1 false (test_time = 2.10543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154996)
	variant  6514/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 38)
		n1 false (test_time = 2.12244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167799)
	variant  6515/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 37)
		n1 false (test_time = 2.14287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123882)
	variant  6516/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 36)
		n1 false (test_time = 2.16103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118423)
	variant  6517/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 35)
		n1 false (test_time = 2.16648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011878)
	variant  6518/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 34)
		n1 false (test_time = 2.17473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001194)
	variant  6519/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 33)
		n1 false (test_time = 2.17988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118899)
	variant  6520/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 32)
		n1 false (test_time = 2.15643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001127)
	variant  6521/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 31)
		n1 false (test_time = 2.18094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114608)
	variant  6522/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 30)
		n1 false (test_time = 2.13509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001688)
	variant  6523/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 29)
		n1 false (test_time = 2.17954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115895)
	variant  6524/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 28)
		n1 false (test_time = 2.10935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108004)
	variant  6525/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 27)
		n1 false (test_time = 2.17652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106311)
	variant  6526/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 26)
		n1 false (test_time = 2.13087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167203)
	variant  6527/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 25)
		n1 false (test_time = 2.16507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010879)
	variant  6528/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 24)
		n1 false (test_time = 2.14748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121689)
	variant  6529/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 23)
		n1 false (test_time = 2.13778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116706)
	variant  6530/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 22)
		n1 false (test_time = 2.24178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00314498)
	variant  6531/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 21)
		n1 false (test_time = 2.20265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00294209)
	variant  6532/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 20)
		n1 false (test_time = 2.16572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00369)
	variant  6533/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 19)
		n1 false (test_time = 2.13989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136805)
	variant  6534/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 18)
		n1 false (test_time = 2.1386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225592)
	variant  6535/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 17)
		n1 false (test_time = 2.16359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199103)
	variant  6536/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 16)
		n1 false (test_time = 2.19247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001158)
	variant  6537/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 15)
		n1 false (test_time = 2.20147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000921011)
	variant  6538/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 14)
		n1 false (test_time = 2.20118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00088501)
	variant  6539/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 13)
		n1 false (test_time = 2.23685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000854969)
	variant  6540/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 12)
		n1 false (test_time = 2.1941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231028)
	variant  6541/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 11)
		n1 false (test_time = 2.15519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200987)
	variant  6542/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 10)
		n1 false (test_time = 2.14008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00018096)
	variant  6543/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 9)
		n1 false (test_time = 2.16568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000157118)
	variant  6544/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 8)
		n1 false (test_time = 2.13908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000164032)
	variant  6545/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 7)
		n1 false (test_time = 2.19386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000102043)
	variant  6546/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 6)
		n1 false (test_time = 2.18443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.70364e-05)
	variant  6547/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 5)
		n1 false (test_time = 2.17776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.2016e-05)
	variant  6548/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 4)
		n1 false (test_time = 2.1757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.91142e-05)
	variant  6549/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 3)
		n1 false (test_time = 2.1584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  6550/26032 = ?(1,a(837,880)) ?(2,a(837,877)) ?(3,a(837,876)) ?(4,a(837,874)) ?(5,a(837,873)) ?(6,a(837,872)) ?(7,a(837,871)) ?(8,a(837,870)) ?(9,a(837,869)) ?(10,a(837,867)) ?(11,a(837,865)) ?(12,a(837,854)) ?(13,a(837,853)) ?(14,a(837,852)) ?(15,a(837,845)) ?(16,a(837,841)) ?(17,a(837,839)) ?(18,a(837,838)) ?(19,a(837,837)) ?(20,a(837,836)) ?(21,a(837,833)) ?(22,a(837,831)) ?(23,a(837,823)) ?(24,a(837,822)) ?(25,a(837,821)) ?(26,a(837,820)) ?(27,a(837,819)) ?(28,a(837,818)) ?(29,a(837,816)) ?(30,a(837,815)) ?(31,a(837,814)) ?(32,a(837,811)) ?(33,a(837,805)) ?(34,a(837,803)) ?(35,a(837,802)) ?(36,a(837,801)) ?(37,a(837,799)) ?(38,a(837,798)) ?(39,a(837,790)) ?(40,a(837,789)) ?(41,a(837,788)) ?(42,a(837,787)) ?(43,a(837,786)) ?(44,a(837,785)) ?(45,a(837,784)) ?(46,a(837,781)) ?(47,a(837,780)) ?(48,a(837,779)) ?(49,a(837,778)) ?(50,a(837,777))  (21 tests, cond 2)
		n1 false (test_time = 2.25428)
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 = 0.553385)
search: ww_adaptive: found best (time_taken = 0.00104809)
	variant  6551/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 1)
		n1 false (test_time = 2.84293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192904)
	variant  6552/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 50)
		n1 false (test_time = 2.1605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165796)
	variant  6553/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 49)
		n1 false (test_time = 2.15918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202894)
	variant  6554/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 48)
		n1 false (test_time = 2.19448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217915)
	variant  6555/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 47)
		n1 false (test_time = 2.17322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202203)
	variant  6556/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 46)
		n1 false (test_time = 2.16242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213099)
	variant  6557/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 45)
		n1 false (test_time = 2.14952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229406)
	variant  6558/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 44)
		n1 false (test_time = 2.20814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00260305)
	variant  6559/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 43)
		n1 false (test_time = 2.20419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132704)
	variant  6560/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 42)
		n1 false (test_time = 2.2146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180387)
	variant  6561/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 41)
		n1 false (test_time = 2.22733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165081)
	variant  6562/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 40)
		n1 false (test_time = 2.19229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018599)
	variant  6563/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 39)
		n1 false (test_time = 2.23837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162697)
	variant  6564/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 38)
		n1 false (test_time = 2.23594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197196)
	variant  6565/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 37)
		n1 false (test_time = 2.14602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236607)
	variant  6566/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 36)
		n1 false (test_time = 2.15857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167894)
	variant  6567/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 35)
		n1 false (test_time = 2.1781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0021131)
	variant  6568/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 34)
		n1 false (test_time = 181.734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00266719)
	variant  6569/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 33)
		n1 false (test_time = 2.15566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173306)
	variant  6570/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 32)
		n1 false (test_time = 2.18895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139594)
	variant  6571/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 31)
		n1 false (test_time = 2.19228)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013051)
	variant  6572/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 30)
		n1 false (test_time = 2.16225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114512)
	variant  6573/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 29)
		n1 false (test_time = 2.26269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012002)
	variant  6574/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 28)
		n1 false (test_time = 2.20497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120211)
	variant  6575/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 27)
		n1 false (test_time = 2.22311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116611)
	variant  6576/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 26)
		n1 false (test_time = 2.14618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141597)
	variant  6577/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 25)
		n1 false (test_time = 2.17041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113702)
	variant  6578/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 24)
		n1 false (test_time = 2.15333)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139308)
	variant  6579/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 23)
		n1 false (test_time = 2.15142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104809)
	variant  6580/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 22)
		n1 false (test_time = 2.23501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118709)
	variant  6581/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 21)
		n1 false (test_time = 2.17147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104308)
	variant  6582/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 20)
		n1 false (test_time = 2.23726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000956059)
	variant  6583/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 19)
		n1 false (test_time = 2.17177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129318)
	variant  6584/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 18)
		n1 false (test_time = 2.20909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983953)
	variant  6585/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 17)
		n1 false (test_time = 2.16299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107312)
	variant  6586/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 16)
		n1 false (test_time = 2.18755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110102)
	variant  6587/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 15)
		n1 false (test_time = 2.17644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105619)
	variant  6588/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 14)
		n1 false (test_time = 2.17707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000763893)
	variant  6589/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 13)
		n1 false (test_time = 2.16308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013051)
	variant  6590/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 12)
		n1 false (test_time = 2.20285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000209093)
	variant  6591/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 11)
		n1 false (test_time = 2.18284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00030899)
	variant  6592/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 10)
		n1 false (test_time = 2.12339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000182152)
	variant  6593/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 9)
		n1 false (test_time = 2.22741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000163078)
	variant  6594/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 8)
		n1 false (test_time = 2.15303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000165939)
	variant  6595/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 7)
		n1 false (test_time = 2.16939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  6596/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 6)
		n1 false (test_time = 2.18498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000110865)
	variant  6597/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 5)
		n1 false (test_time = 2.14973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.98566e-05)
	variant  6598/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 4)
		n1 false (test_time = 2.15078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.38826e-05)
	variant  6599/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 3)
		n1 false (test_time = 2.17578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6600/26032 = ?(1,a(837,776)) ?(2,a(837,775)) ?(3,a(837,759)) ?(4,a(837,758)) ?(5,a(837,757)) ?(6,a(837,756)) ?(7,a(837,755)) ?(8,a(837,754)) ?(9,a(837,753)) ?(10,a(837,752)) ?(11,a(837,751)) ?(12,a(837,738)) ?(13,a(837,737)) ?(14,a(837,736)) ?(15,a(837,734)) ?(16,a(837,732)) ?(17,a(837,730)) ?(18,a(837,729)) ?(19,a(837,728)) ?(20,a(837,727)) ?(21,a(837,726)) ?(22,a(837,725)) ?(23,a(837,724)) ?(24,a(837,723)) ?(25,a(837,715)) ?(26,a(837,713)) ?(27,a(837,711)) ?(28,a(837,710)) ?(29,a(837,709)) ?(30,a(837,708)) ?(31,a(837,707)) ?(32,a(837,705)) ?(33,a(837,704)) ?(34,a(837,703)) ?(35,a(837,700)) ?(36,a(837,699)) ?(37,a(837,698)) ?(38,a(837,697)) ?(39,a(837,695)) ?(40,a(837,693)) ?(41,a(837,690)) ?(42,a(837,679)) ?(43,a(837,678)) ?(44,a(837,675)) ?(45,a(837,674)) ?(46,a(837,673)) ?(47,a(837,672)) ?(48,a(837,671)) ?(49,a(837,670)) ?(50,a(837,667))  (21 tests, cond 2)
		n1 false (test_time = 2.23752)
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 = 0.571583)
search: ww_adaptive: found best (time_taken = 0.00105691)
	variant  6601/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 1)
		n1 false (test_time = 2.7348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018518)
	variant  6602/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 50)
		n1 false (test_time = 2.06546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149608)
	variant  6603/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 49)
		n1 false (test_time = 2.0695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00164986)
	variant  6604/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 48)
		n1 false (test_time = 2.10844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001719)
	variant  6605/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 47)
		n1 false (test_time = 2.11404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218701)
	variant  6606/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 46)
		n1 false (test_time = 2.12166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169301)
	variant  6607/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 45)
		n1 false (test_time = 2.04406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174713)
	variant  6608/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 44)
		n1 false (test_time = 2.05719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001688)
	variant  6609/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 43)
		n1 false (test_time = 2.09145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001405)
	variant  6610/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 42)
		n1 false (test_time = 2.08929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158691)
	variant  6611/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 41)
		n1 false (test_time = 2.11686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163698)
	variant  6612/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 40)
		n1 false (test_time = 2.08013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154305)
	variant  6613/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 39)
		n1 false (test_time = 2.13314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128102)
	variant  6614/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 38)
		n1 false (test_time = 2.09784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128913)
	variant  6615/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 37)
		n1 false (test_time = 2.07374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128007)
	variant  6616/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 36)
		n1 false (test_time = 2.07088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119495)
	variant  6617/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 35)
		n1 false (test_time = 2.19207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118399)
	variant  6618/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 34)
		n1 false (test_time = 2.14295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116301)
	variant  6619/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 33)
		n1 false (test_time = 2.09417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143194)
	variant  6620/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 32)
		n1 false (test_time = 2.14138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117803)
	variant  6621/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 31)
		n1 false (test_time = 2.12377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014739)
	variant  6622/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 30)
		n1 false (test_time = 2.12282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146079)
	variant  6623/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 29)
		n1 false (test_time = 2.11425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108886)
	variant  6624/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 28)
		n1 false (test_time = 2.10729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106978)
	variant  6625/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 27)
		n1 false (test_time = 2.09803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142097)
	variant  6626/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 26)
		n1 false (test_time = 2.11152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015111)
	variant  6627/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 25)
		n1 false (test_time = 2.1286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00184894)
	variant  6628/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 24)
		n1 false (test_time = 2.10108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00544214)
	variant  6629/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 23)
		n1 false (test_time = 2.11028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0365288)
	variant  6630/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 22)
		n1 false (test_time = 2.10892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244713)
	variant  6631/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 21)
		n1 false (test_time = 2.08624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00216794)
	variant  6632/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 20)
		n1 false (test_time = 2.1337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198793)
	variant  6633/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 19)
		n1 false (test_time = 2.13975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020051)
	variant  6634/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 18)
		n1 false (test_time = 2.15723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00098896)
	variant  6635/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 17)
		n1 false (test_time = 2.09387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000940084)
	variant  6636/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 16)
		n1 false (test_time = 2.06663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00088191)
	variant  6637/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 15)
		n1 false (test_time = 2.10723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128412)
	variant  6638/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 14)
		n1 false (test_time = 2.11081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145292)
	variant  6639/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 13)
		n1 false (test_time = 2.1162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant  6640/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 12)
		n1 false (test_time = 2.13436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000217915)
	variant  6641/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 11)
		n1 false (test_time = 2.10916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200033)
	variant  6642/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 10)
		n1 false (test_time = 2.10184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000178814)
	variant  6643/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 9)
		n1 false (test_time = 2.11159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174046)
	variant  6644/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 8)
		n1 false (test_time = 2.23752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000138044)
	variant  6645/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 7)
		n1 false (test_time = 2.07895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011301)
	variant  6646/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 6)
		n1 false (test_time = 2.11172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-05)
	variant  6647/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 5)
		n1 false (test_time = 2.10051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.70092e-05)
	variant  6648/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 4)
		n1 false (test_time = 2.09745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.98295e-05)
	variant  6649/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 3)
		n1 false (test_time = 2.12006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6650/26032 = ?(1,a(837,666)) ?(2,a(837,665)) ?(3,a(837,662)) ?(4,a(837,661)) ?(5,a(837,659)) ?(6,a(837,657)) ?(7,a(837,656)) ?(8,a(837,654)) ?(9,a(837,651)) ?(10,a(837,648)) ?(11,a(837,647)) ?(12,a(837,646)) ?(13,a(837,645)) ?(14,a(837,644)) ?(15,a(837,643)) ?(16,a(837,642)) ?(17,a(837,641)) ?(18,a(837,619)) ?(19,a(837,618)) ?(20,a(837,598)) ?(21,a(837,597)) ?(22,a(837,587)) ?(23,a(837,584)) ?(24,a(836,882)) ?(25,a(836,881)) ?(26,a(836,880)) ?(27,a(836,877)) ?(28,a(836,876)) ?(29,a(836,874)) ?(30,a(836,873)) ?(31,a(836,872)) ?(32,a(836,871)) ?(33,a(836,870)) ?(34,a(836,869)) ?(35,a(836,867)) ?(36,a(836,865)) ?(37,a(836,854)) ?(38,a(836,853)) ?(39,a(836,852)) ?(40,a(836,845)) ?(41,a(836,841)) ?(42,a(836,839)) ?(43,a(836,838)) ?(44,a(836,837)) ?(45,a(836,836)) ?(46,a(836,833)) ?(47,a(836,831)) ?(48,a(836,823)) ?(49,a(836,822)) ?(50,a(836,821))  (21 tests, cond 2)
		n1 false (test_time = 2.15438)
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 = 0.545433)
search: ww_adaptive: found best (time_taken = 0.00107908)
	variant  6651/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 1)
		n1 false (test_time = 2.8898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241899)
	variant  6652/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 50)
		n1 false (test_time = 2.23946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00171709)
	variant  6653/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 49)
		n1 false (test_time = 2.20851)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154686)
	variant  6654/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 48)
		n1 false (test_time = 2.20518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152588)
	variant  6655/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 47)
		n1 false (test_time = 2.19474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230312)
	variant  6656/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 46)
		n1 false (test_time = 2.21013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00207901)
	variant  6657/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 45)
		n1 false (test_time = 2.23477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238395)
	variant  6658/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 44)
		n1 false (test_time = 2.15425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200701)
	variant  6659/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 43)
		n1 false (test_time = 2.22451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201297)
	variant  6660/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 42)
		n1 false (test_time = 2.21627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138187)
	variant  6661/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 41)
		n1 false (test_time = 2.17377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188184)
	variant  6662/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 40)
		n1 false (test_time = 2.17846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144601)
	variant  6663/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 39)
		n1 false (test_time = 2.25078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139809)
	variant  6664/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 38)
		n1 false (test_time = 2.19873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165987)
	variant  6665/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 37)
		n1 false (test_time = 2.17966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198483)
	variant  6666/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 36)
		n1 false (test_time = 2.17918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002352)
	variant  6667/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 35)
		n1 false (test_time = 2.20469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00173283)
	variant  6668/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 34)
		n1 false (test_time = 2.21281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238609)
	variant  6669/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 33)
		n1 false (test_time = 2.15482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126719)
	variant  6670/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 32)
		n1 false (test_time = 2.432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168705)
	variant  6671/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 31)
		n1 false (test_time = 2.14622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108719)
	variant  6672/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 30)
		n1 false (test_time = 2.26456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013001)
	variant  6673/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 29)
		n1 false (test_time = 2.20526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126696)
	variant  6674/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 28)
		n1 false (test_time = 2.22862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119615)
	variant  6675/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 27)
		n1 false (test_time = 2.19616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001194)
	variant  6676/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 26)
		n1 false (test_time = 2.17223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108099)
	variant  6677/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 25)
		n1 false (test_time = 2.15667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111604)
	variant  6678/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 24)
		n1 false (test_time = 2.17828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117898)
	variant  6679/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 23)
		n1 false (test_time = 2.15834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107408)
	variant  6680/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 22)
		n1 false (test_time = 2.23202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111294)
	variant  6681/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 21)
		n1 false (test_time = 2.14772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116205)
	variant  6682/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 20)
		n1 false (test_time = 2.20608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00090909)
	variant  6683/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 19)
		n1 false (test_time = 2.19681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001055)
	variant  6684/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 18)
		n1 false (test_time = 2.1789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104594)
	variant  6685/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 17)
		n1 false (test_time = 2.1321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000955105)
	variant  6686/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 16)
		n1 false (test_time = 2.18113)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983953)
	variant  6687/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 15)
		n1 false (test_time = 2.18181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983)
	variant  6688/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 14)
		n1 false (test_time = 2.21205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000756979)
	variant  6689/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 13)
		n1 false (test_time = 2.16012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226974)
	variant  6690/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 12)
		n1 false (test_time = 2.25262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000206947)
	variant  6691/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 11)
		n1 false (test_time = 2.16942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000197887)
	variant  6692/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 10)
		n1 false (test_time = 2.19307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000179052)
	variant  6693/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 9)
		n1 false (test_time = 2.18206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000146151)
	variant  6694/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 8)
		n1 false (test_time = 2.19414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000138998)
	variant  6695/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 7)
		n1 false (test_time = 2.14876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000114918)
	variant  6696/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 6)
		n1 false (test_time = 2.2814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.20296e-05)
	variant  6697/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 5)
		n1 false (test_time = 2.19928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.00951e-05)
	variant  6698/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 4)
		n1 false (test_time = 2.25906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  6699/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 3)
		n1 false (test_time = 2.22891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6700/26032 = ?(1,a(836,820)) ?(2,a(836,819)) ?(3,a(836,818)) ?(4,a(836,816)) ?(5,a(836,815)) ?(6,a(836,814)) ?(7,a(836,811)) ?(8,a(836,805)) ?(9,a(836,803)) ?(10,a(836,802)) ?(11,a(836,801)) ?(12,a(836,799)) ?(13,a(836,798)) ?(14,a(836,790)) ?(15,a(836,789)) ?(16,a(836,788)) ?(17,a(836,787)) ?(18,a(836,786)) ?(19,a(836,785)) ?(20,a(836,784)) ?(21,a(836,781)) ?(22,a(836,780)) ?(23,a(836,779)) ?(24,a(836,778)) ?(25,a(836,777)) ?(26,a(836,776)) ?(27,a(836,775)) ?(28,a(836,759)) ?(29,a(836,758)) ?(30,a(836,757)) ?(31,a(836,756)) ?(32,a(836,755)) ?(33,a(836,754)) ?(34,a(836,753)) ?(35,a(836,752)) ?(36,a(836,751)) ?(37,a(836,738)) ?(38,a(836,737)) ?(39,a(836,736)) ?(40,a(836,734)) ?(41,a(836,732)) ?(42,a(836,730)) ?(43,a(836,729)) ?(44,a(836,728)) ?(45,a(836,727)) ?(46,a(836,726)) ?(47,a(836,725)) ?(48,a(836,724)) ?(49,a(836,723)) ?(50,a(836,715))  (21 tests, cond 2)
		n1 false (test_time = 2.26936)
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 = 0.566908)
search: ww_adaptive: found best (time_taken = 0.00109076)
	variant  6701/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 1)
		n1 false (test_time = 2.77156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181198)
	variant  6702/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 50)
		n1 false (test_time = 2.11598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177813)
	variant  6703/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 49)
		n1 false (test_time = 2.11317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001544)
	variant  6704/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 48)
		n1 false (test_time = 2.12829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152922)
	variant  6705/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 47)
		n1 false (test_time = 2.13474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143218)
	variant  6706/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 46)
		n1 false (test_time = 2.10469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142908)
	variant  6707/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 45)
		n1 false (test_time = 2.20806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145411)
	variant  6708/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 44)
		n1 false (test_time = 2.08003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141788)
	variant  6709/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 43)
		n1 false (test_time = 2.09723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139308)
	variant  6710/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 42)
		n1 false (test_time = 2.14615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157714)
	variant  6711/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 41)
		n1 false (test_time = 2.0857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00159407)
	variant  6712/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 40)
		n1 false (test_time = 2.10855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149083)
	variant  6713/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 39)
		n1 false (test_time = 2.0931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157189)
	variant  6714/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 38)
		n1 false (test_time = 2.18879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00186706)
	variant  6715/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 37)
		n1 false (test_time = 2.10648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144196)
	variant  6716/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 36)
		n1 false (test_time = 2.11314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012629)
	variant  6717/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 35)
		n1 false (test_time = 2.10498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118899)
	variant  6718/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 34)
		n1 false (test_time = 2.15739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114298)
	variant  6719/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 33)
		n1 false (test_time = 2.12826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010891)
	variant  6720/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 32)
		n1 false (test_time = 2.13439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111103)
	variant  6721/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 31)
		n1 false (test_time = 2.14319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109601)
	variant  6722/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 30)
		n1 false (test_time = 2.13544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108814)
	variant  6723/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 29)
		n1 false (test_time = 2.09172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106597)
	variant  6724/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 28)
		n1 false (test_time = 2.12762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100994)
	variant  6725/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 27)
		n1 false (test_time = 2.09464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105)
	variant  6726/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 26)
		n1 false (test_time = 2.12072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116086)
	variant  6727/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 25)
		n1 false (test_time = 2.09817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001055)
	variant  6728/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 24)
		n1 false (test_time = 2.07089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101399)
	variant  6729/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 23)
		n1 false (test_time = 2.0714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000993967)
	variant  6730/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 22)
		n1 false (test_time = 2.12007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013051)
	variant  6731/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 21)
		n1 false (test_time = 2.09268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00487614)
	variant  6732/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 20)
		n1 false (test_time = 2.10777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221992)
	variant  6733/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 19)
		n1 false (test_time = 2.1288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0044148)
	variant  6734/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 18)
		n1 false (test_time = 2.13382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019381)
	variant  6735/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 17)
		n1 false (test_time = 2.10529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197005)
	variant  6736/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 16)
		n1 false (test_time = 2.13996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00213313)
	variant  6737/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 15)
		n1 false (test_time = 2.12419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198197)
	variant  6738/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 14)
		n1 false (test_time = 2.13536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156903)
	variant  6739/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 13)
		n1 false (test_time = 2.11043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000232935)
	variant  6740/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 12)
		n1 false (test_time = 2.16656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000206947)
	variant  6741/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 11)
		n1 false (test_time = 2.14525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000190973)
	variant  6742/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 10)
		n1 false (test_time = 2.19168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000195026)
	variant  6743/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 9)
		n1 false (test_time = 181.777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000198126)
	variant  6744/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 8)
		n1 false (test_time = 2.16258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00012517)
	variant  6745/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 7)
		n1 false (test_time = 2.10772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000151873)
	variant  6746/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 6)
		n1 false (test_time = 2.15652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.89301e-05)
	variant  6747/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 5)
		n1 false (test_time = 2.12307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.70092e-05)
	variant  6748/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 4)
		n1 false (test_time = 2.11553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.4121e-05)
	variant  6749/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 3)
		n1 false (test_time = 2.189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6750/26032 = ?(1,a(836,713)) ?(2,a(836,711)) ?(3,a(836,710)) ?(4,a(836,709)) ?(5,a(836,708)) ?(6,a(836,707)) ?(7,a(836,705)) ?(8,a(836,704)) ?(9,a(836,703)) ?(10,a(836,700)) ?(11,a(836,699)) ?(12,a(836,698)) ?(13,a(836,697)) ?(14,a(836,695)) ?(15,a(836,693)) ?(16,a(836,690)) ?(17,a(836,679)) ?(18,a(836,678)) ?(19,a(836,675)) ?(20,a(836,674)) ?(21,a(836,673)) ?(22,a(836,672)) ?(23,a(836,671)) ?(24,a(836,670)) ?(25,a(836,667)) ?(26,a(836,666)) ?(27,a(836,665)) ?(28,a(836,662)) ?(29,a(836,661)) ?(30,a(836,659)) ?(31,a(836,657)) ?(32,a(836,656)) ?(33,a(836,654)) ?(34,a(836,651)) ?(35,a(836,648)) ?(36,a(836,647)) ?(37,a(836,646)) ?(38,a(836,645)) ?(39,a(836,644)) ?(40,a(836,643)) ?(41,a(836,642)) ?(42,a(836,641)) ?(43,a(836,619)) ?(44,a(836,618)) ?(45,a(836,598)) ?(46,a(836,597)) ?(47,a(836,587)) ?(48,a(836,584)) ?(49,a(835,882)) ?(50,a(835,881))  (21 tests, cond 2)
		n1 false (test_time = 2.18425)
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 = 0.548442)
search: ww_adaptive: found best (time_taken = 0.000961065)
	variant  6751/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 1)
		n1 false (test_time = 2.85391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00175691)
	variant  6752/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 50)
		n1 false (test_time = 2.19111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00176382)
	variant  6753/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 49)
		n1 false (test_time = 2.19738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220513)
	variant  6754/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 48)
		n1 false (test_time = 2.17906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.003021)
	variant  6755/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 47)
		n1 false (test_time = 2.17971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00181508)
	variant  6756/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 46)
		n1 false (test_time = 2.19017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00184798)
	variant  6757/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 45)
		n1 false (test_time = 2.19991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209594)
	variant  6758/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 44)
		n1 false (test_time = 2.23319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143909)
	variant  6759/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 43)
		n1 false (test_time = 181.815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160098)
	variant  6760/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 42)
		n1 false (test_time = 2.21542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131488)
	variant  6761/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 41)
		n1 false (test_time = 2.16631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00189209)
	variant  6762/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 40)
		n1 false (test_time = 2.13718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183392)
	variant  6763/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 39)
		n1 false (test_time = 2.1441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198388)
	variant  6764/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 38)
		n1 false (test_time = 2.15119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239205)
	variant  6765/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 37)
		n1 false (test_time = 2.14237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202799)
	variant  6766/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 36)
		n1 false (test_time = 2.12667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013442)
	variant  6767/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 35)
		n1 false (test_time = 2.13064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134706)
	variant  6768/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 34)
		n1 false (test_time = 2.16402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125289)
	variant  6769/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 33)
		n1 false (test_time = 2.15824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001194)
	variant  6770/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 32)
		n1 false (test_time = 2.16804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132298)
	variant  6771/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 31)
		n1 false (test_time = 2.16248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114202)
	variant  6772/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 30)
		n1 false (test_time = 2.18347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123787)
	variant  6773/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 29)
		n1 false (test_time = 2.18612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118399)
	variant  6774/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 28)
		n1 false (test_time = 2.16823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118494)
	variant  6775/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 27)
		n1 false (test_time = 2.29942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144291)
	variant  6776/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 26)
		n1 false (test_time = 2.2496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111985)
	variant  6777/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 25)
		n1 false (test_time = 2.11134)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115085)
	variant  6778/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 24)
		n1 false (test_time = 2.15239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105715)
	variant  6779/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 23)
		n1 false (test_time = 2.09755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122905)
	variant  6780/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 22)
		n1 false (test_time = 2.14573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000997782)
	variant  6781/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 21)
		n1 false (test_time = 2.12399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000926971)
	variant  6782/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 20)
		n1 false (test_time = 2.11528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106311)
	variant  6783/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 19)
		n1 false (test_time = 2.13516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000967026)
	variant  6784/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 18)
		n1 false (test_time = 2.16866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011301)
	variant  6785/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 17)
		n1 false (test_time = 2.1075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00104785)
	variant  6786/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 16)
		n1 false (test_time = 2.1533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109196)
	variant  6787/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 15)
		n1 false (test_time = 2.20028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000812054)
	variant  6788/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 14)
		n1 false (test_time = 2.16412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000252008)
	variant  6789/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 13)
		n1 false (test_time = 2.17106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000248909)
	variant  6790/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 12)
		n1 false (test_time = 2.18139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000219107)
	variant  6791/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 11)
		n1 false (test_time = 2.21676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185966)
	variant  6792/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 10)
		n1 false (test_time = 2.14617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019908)
	variant  6793/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 9)
		n1 false (test_time = 2.18539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000254869)
	variant  6794/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 8)
		n1 false (test_time = 2.16291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123024)
	variant  6795/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 7)
		n1 false (test_time = 2.18015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011301)
	variant  6796/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 6)
		n1 false (test_time = 2.17733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.58307e-05)
	variant  6797/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 5)
		n1 false (test_time = 2.09591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  6798/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 4)
		n1 false (test_time = 2.17555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.60284e-05)
	variant  6799/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 3)
		n1 false (test_time = 2.1363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6800/26032 = ?(1,a(835,880)) ?(2,a(835,877)) ?(3,a(835,876)) ?(4,a(835,874)) ?(5,a(835,873)) ?(6,a(835,872)) ?(7,a(835,871)) ?(8,a(835,870)) ?(9,a(835,869)) ?(10,a(835,867)) ?(11,a(835,865)) ?(12,a(835,854)) ?(13,a(835,853)) ?(14,a(835,852)) ?(15,a(835,845)) ?(16,a(835,841)) ?(17,a(835,839)) ?(18,a(835,838)) ?(19,a(835,837)) ?(20,a(835,836)) ?(21,a(835,833)) ?(22,a(835,831)) ?(23,a(835,823)) ?(24,a(835,822)) ?(25,a(835,821)) ?(26,a(835,820)) ?(27,a(835,819)) ?(28,a(835,818)) ?(29,a(835,816)) ?(30,a(835,815)) ?(31,a(835,814)) ?(32,a(835,811)) ?(33,a(835,805)) ?(34,a(835,803)) ?(35,a(835,802)) ?(36,a(835,801)) ?(37,a(835,799)) ?(38,a(835,798)) ?(39,a(835,790)) ?(40,a(835,789)) ?(41,a(835,788)) ?(42,a(835,787)) ?(43,a(835,786)) ?(44,a(835,785)) ?(45,a(835,784)) ?(46,a(835,781)) ?(47,a(835,780)) ?(48,a(835,779)) ?(49,a(835,778)) ?(50,a(835,777))  (21 tests, cond 2)
		n1 false (test_time = 2.19535)
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 = 0.550823)
search: ww_adaptive: found best (time_taken = 0.00100207)
	variant  6801/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 1)
		n1 false (test_time = 2.84699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177598)
	variant  6802/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 50)
		n1 false (test_time = 2.12451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00167394)
	variant  6803/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 49)
		n1 false (test_time = 2.07051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015409)
	variant  6804/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 48)
		n1 false (test_time = 2.10142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169587)
	variant  6805/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 47)
		n1 false (test_time = 2.12491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016222)
	variant  6806/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 46)
		n1 false (test_time = 2.11463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154614)
	variant  6807/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 45)
		n1 false (test_time = 2.1199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138187)
	variant  6808/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 44)
		n1 false (test_time = 2.08382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149012)
	variant  6809/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 43)
		n1 false (test_time = 2.08701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130987)
	variant  6810/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 42)
		n1 false (test_time = 2.19262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156713)
	variant  6811/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 41)
		n1 false (test_time = 2.1294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157809)
	variant  6812/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 40)
		n1 false (test_time = 2.09775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151491)
	variant  6813/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 39)
		n1 false (test_time = 2.07785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118899)
	variant  6814/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 38)
		n1 false (test_time = 2.10619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150013)
	variant  6815/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 37)
		n1 false (test_time = 2.11296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145721)
	variant  6816/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 36)
		n1 false (test_time = 2.11682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149703)
	variant  6817/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 35)
		n1 false (test_time = 2.14343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150299)
	variant  6818/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 34)
		n1 false (test_time = 181.78)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136399)
	variant  6819/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 33)
		n1 false (test_time = 2.13627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120187)
	variant  6820/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 32)
		n1 false (test_time = 2.20391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113893)
	variant  6821/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 31)
		n1 false (test_time = 2.19833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001086)
	variant  6822/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 30)
		n1 false (test_time = 2.16356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107098)
	variant  6823/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 29)
		n1 false (test_time = 2.28928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108504)
	variant  6824/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 28)
		n1 false (test_time = 2.16511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000979185)
	variant  6825/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 27)
		n1 false (test_time = 2.23849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105596)
	variant  6826/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 26)
		n1 false (test_time = 2.16124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000975847)
	variant  6827/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 25)
		n1 false (test_time = 2.15716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117612)
	variant  6828/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 24)
		n1 false (test_time = 2.20109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00099802)
	variant  6829/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 23)
		n1 false (test_time = 2.23549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000932932)
	variant  6830/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 22)
		n1 false (test_time = 2.29501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123501)
	variant  6831/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 21)
		n1 false (test_time = 2.16168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000891924)
	variant  6832/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 20)
		n1 false (test_time = 2.20302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000846863)
	variant  6833/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 19)
		n1 false (test_time = 2.21399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000965118)
	variant  6834/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 18)
		n1 false (test_time = 2.19078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000994205)
	variant  6835/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 17)
		n1 false (test_time = 2.17124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00325108)
	variant  6836/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 16)
		n1 false (test_time = 2.2148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00375581)
	variant  6837/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 15)
		n1 false (test_time = 2.1723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00462508)
	variant  6838/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 14)
		n1 false (test_time = 2.15002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000263929)
	variant  6839/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 13)
		n1 false (test_time = 2.18157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000253916)
	variant  6840/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 12)
		n1 false (test_time = 2.16602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208855)
	variant  6841/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 11)
		n1 false (test_time = 2.1717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000182152)
	variant  6842/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 10)
		n1 false (test_time = 2.12071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174999)
	variant  6843/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 9)
		n1 false (test_time = 2.13846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000145912)
	variant  6844/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 8)
		n1 false (test_time = 2.16493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000127077)
	variant  6845/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 7)
		n1 false (test_time = 2.17619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000142097)
	variant  6846/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 6)
		n1 false (test_time = 2.14788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  6847/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 5)
		n1 false (test_time = 2.16204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.89301e-05)
	variant  6848/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 4)
		n1 false (test_time = 2.18928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.07832e-05)
	variant  6849/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 3)
		n1 false (test_time = 2.14023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  6850/26032 = ?(1,a(835,776)) ?(2,a(835,775)) ?(3,a(835,759)) ?(4,a(835,758)) ?(5,a(835,757)) ?(6,a(835,756)) ?(7,a(835,755)) ?(8,a(835,754)) ?(9,a(835,753)) ?(10,a(835,752)) ?(11,a(835,751)) ?(12,a(835,738)) ?(13,a(835,737)) ?(14,a(835,736)) ?(15,a(835,734)) ?(16,a(835,732)) ?(17,a(835,730)) ?(18,a(835,729)) ?(19,a(835,728)) ?(20,a(835,727)) ?(21,a(835,726)) ?(22,a(835,725)) ?(23,a(835,724)) ?(24,a(835,723)) ?(25,a(835,715)) ?(26,a(835,713)) ?(27,a(835,711)) ?(28,a(835,710)) ?(29,a(835,709)) ?(30,a(835,708)) ?(31,a(835,707)) ?(32,a(835,705)) ?(33,a(835,704)) ?(34,a(835,703)) ?(35,a(835,701)) ?(36,a(835,700)) ?(37,a(835,699)) ?(38,a(835,698)) ?(39,a(835,697)) ?(40,a(835,695)) ?(41,a(835,693)) ?(42,a(835,692)) ?(43,a(835,690)) ?(44,a(835,679)) ?(45,a(835,678)) ?(46,a(835,675)) ?(47,a(835,674)) ?(48,a(835,673)) ?(49,a(835,672)) ?(50,a(835,671))  (21 tests, cond 2)
		n1 false (test_time = 2.16995)
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 = 0.54544)
search: ww_adaptive: found best (time_taken = 0.00107217)
	variant  6851/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 1)
		n1 false (test_time = 2.81856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174904)
	variant  6852/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 50)
		n1 false (test_time = 2.10133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155687)
	variant  6853/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 49)
		n1 false (test_time = 2.09402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00256491)
	variant  6854/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 48)
		n1 false (test_time = 2.21927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196195)
	variant  6855/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 47)
		n1 false (test_time = 2.1308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192118)
	variant  6856/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 46)
		n1 false (test_time = 2.12435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183702)
	variant  6857/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 45)
		n1 false (test_time = 2.06595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183606)
	variant  6858/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 44)
		n1 false (test_time = 2.11762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179505)
	variant  6859/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 43)
		n1 false (test_time = 2.11906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00240707)
	variant  6860/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 42)
		n1 false (test_time = 2.13167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00197816)
	variant  6861/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 41)
		n1 false (test_time = 2.08638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00308013)
	variant  6862/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 40)
		n1 false (test_time = 2.07714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00211191)
	variant  6863/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 39)
		n1 false (test_time = 2.1088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00251913)
	variant  6864/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 38)
		n1 false (test_time = 2.06169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00227118)
	variant  6865/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 37)
		n1 false (test_time = 2.14794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00243497)
	variant  6866/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 36)
		n1 false (test_time = 2.11961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142813)
	variant  6867/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 35)
		n1 false (test_time = 2.11062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130486)
	variant  6868/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 34)
		n1 false (test_time = 2.14525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119305)
	variant  6869/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 33)
		n1 false (test_time = 2.07657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117207)
	variant  6870/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 32)
		n1 false (test_time = 2.17355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121403)
	variant  6871/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 31)
		n1 false (test_time = 2.08417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122094)
	variant  6872/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 30)
		n1 false (test_time = 2.10012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136709)
	variant  6873/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 29)
		n1 false (test_time = 2.05097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120306)
	variant  6874/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 28)
		n1 false (test_time = 2.07385)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152493)
	variant  6875/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 27)
		n1 false (test_time = 2.07625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114417)
	variant  6876/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 26)
		n1 false (test_time = 2.11145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114012)
	variant  6877/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 25)
		n1 false (test_time = 2.09688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0010829)
	variant  6878/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 24)
		n1 false (test_time = 2.09836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109816)
	variant  6879/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 23)
		n1 false (test_time = 2.06638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000987053)
	variant  6880/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 22)
		n1 false (test_time = 2.12777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111198)
	variant  6881/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 21)
		n1 false (test_time = 2.17736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000910044)
	variant  6882/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 20)
		n1 false (test_time = 2.09796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102901)
	variant  6883/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 19)
		n1 false (test_time = 2.06492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140381)
	variant  6884/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 18)
		n1 false (test_time = 2.10198)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000944853)
	variant  6885/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 17)
		n1 false (test_time = 2.06286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000991106)
	variant  6886/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 16)
		n1 false (test_time = 2.24177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000990868)
	variant  6887/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 15)
		n1 false (test_time = 2.0873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000274181)
	variant  6888/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 14)
		n1 false (test_time = 2.1417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000262976)
	variant  6889/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 13)
		n1 false (test_time = 2.10792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231028)
	variant  6890/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 12)
		n1 false (test_time = 2.16598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000226974)
	variant  6891/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 11)
		n1 false (test_time = 2.03758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000207901)
	variant  6892/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 10)
		n1 false (test_time = 2.07296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000165939)
	variant  6893/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 9)
		n1 false (test_time = 2.24178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000154972)
	variant  6894/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 8)
		n1 false (test_time = 2.07424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000137091)
	variant  6895/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 7)
		n1 false (test_time = 2.06369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133038)
	variant  6896/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 6)
		n1 false (test_time = 2.04883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.60691e-05)
	variant  6897/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 5)
		n1 false (test_time = 2.05584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-05)
	variant  6898/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 4)
		n1 false (test_time = 2.14579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.00543e-05)
	variant  6899/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 3)
		n1 false (test_time = 2.07251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  6900/26032 = ?(1,a(835,670)) ?(2,a(835,667)) ?(3,a(835,666)) ?(4,a(835,665)) ?(5,a(835,662)) ?(6,a(835,661)) ?(7,a(835,659)) ?(8,a(835,657)) ?(9,a(835,656)) ?(10,a(835,654)) ?(11,a(835,651)) ?(12,a(835,648)) ?(13,a(835,647)) ?(14,a(835,646)) ?(15,a(835,645)) ?(16,a(835,644)) ?(17,a(835,643)) ?(18,a(835,642)) ?(19,a(835,641)) ?(20,a(835,619)) ?(21,a(835,618)) ?(22,a(835,598)) ?(23,a(835,597)) ?(24,a(835,587)) ?(25,a(835,584)) ?(26,a(835,515)) ?(27,a(826,882)) ?(28,a(826,881)) ?(29,a(826,880)) ?(30,a(826,877)) ?(31,a(826,876)) ?(32,a(826,874)) ?(33,a(826,873)) ?(34,a(826,872)) ?(35,a(826,871)) ?(36,a(826,870)) ?(37,a(826,869)) ?(38,a(826,867)) ?(39,a(826,865)) ?(40,a(826,854)) ?(41,a(826,853)) ?(42,a(826,852)) ?(43,a(826,845)) ?(44,a(826,841)) ?(45,a(826,839)) ?(46,a(826,838)) ?(47,a(826,837)) ?(48,a(826,836)) ?(49,a(826,833)) ?(50,a(826,831))  (21 tests, cond 2)
		n1 false (test_time = 2.17465)
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 = 0.552447)
search: ww_adaptive: found best (time_taken = 0.00101209)
	variant  6901/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 1)
		n1 false (test_time = 2.85847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00180006)
	variant  6902/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 50)
		n1 false (test_time = 2.14516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162983)
	variant  6903/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 49)
		n1 false (test_time = 2.12993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152016)
	variant  6904/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 48)
		n1 false (test_time = 2.1559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0015471)
	variant  6905/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 47)
		n1 false (test_time = 2.15648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148606)
	variant  6906/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 46)
		n1 false (test_time = 2.13873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00182605)
	variant  6907/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 45)
		n1 false (test_time = 2.16889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165415)
	variant  6908/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 44)
		n1 false (test_time = 2.29404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00155997)
	variant  6909/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 43)
		n1 false (test_time = 2.14456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183105)
	variant  6910/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 42)
		n1 false (test_time = 2.22387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001436)
	variant  6911/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 41)
		n1 false (test_time = 2.18568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126386)
	variant  6912/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 40)
		n1 false (test_time = 2.16593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00151992)
	variant  6913/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 39)
		n1 false (test_time = 2.27165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160694)
	variant  6914/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 38)
		n1 false (test_time = 2.1446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00157213)
	variant  6915/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 37)
		n1 false (test_time = 2.15457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141287)
	variant  6916/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 36)
		n1 false (test_time = 2.17916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001436)
	variant  6917/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 35)
		n1 false (test_time = 2.16915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00154996)
	variant  6918/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 34)
		n1 false (test_time = 2.15771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144982)
	variant  6919/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 33)
		n1 false (test_time = 2.14841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116491)
	variant  6920/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 32)
		n1 false (test_time = 2.20646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0012219)
	variant  6921/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 31)
		n1 false (test_time = 2.15003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130105)
	variant  6922/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 30)
		n1 false (test_time = 2.22338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120091)
	variant  6923/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 29)
		n1 false (test_time = 2.16711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101089)
	variant  6924/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 28)
		n1 false (test_time = 2.177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001019)
	variant  6925/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 27)
		n1 false (test_time = 2.16189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000988007)
	variant  6926/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 26)
		n1 false (test_time = 2.20164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103998)
	variant  6927/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 25)
		n1 false (test_time = 2.16624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000931025)
	variant  6928/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 24)
		n1 false (test_time = 2.12687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000951052)
	variant  6929/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 23)
		n1 false (test_time = 2.19118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00095892)
	variant  6930/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 22)
		n1 false (test_time = 2.23691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00090003)
	variant  6931/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 21)
		n1 false (test_time = 2.17123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000882149)
	variant  6932/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 20)
		n1 false (test_time = 2.1423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000866175)
	variant  6933/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 19)
		n1 false (test_time = 2.21344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000883102)
	variant  6934/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 18)
		n1 false (test_time = 2.2792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117993)
	variant  6935/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 17)
		n1 false (test_time = 2.1856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000991106)
	variant  6936/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 16)
		n1 false (test_time = 2.23832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000793934)
	variant  6937/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 15)
		n1 false (test_time = 2.20285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000270128)
	variant  6938/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 14)
		n1 false (test_time = 2.24904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000261068)
	variant  6939/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 13)
		n1 false (test_time = 2.22286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000268936)
	variant  6940/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 12)
		n1 false (test_time = 2.33805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000217915)
	variant  6941/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 11)
		n1 false (test_time = 2.19819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411034)
	variant  6942/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 10)
		n1 false (test_time = 2.28576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000194073)
	variant  6943/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 9)
		n1 false (test_time = 2.21002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150919)
	variant  6944/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 8)
		n1 false (test_time = 2.18617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000142097)
	variant  6945/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 7)
		n1 false (test_time = 2.1922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011301)
	variant  6946/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 6)
		n1 false (test_time = 2.21899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.58307e-05)
	variant  6947/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 5)
		n1 false (test_time = 2.2033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.2016e-05)
	variant  6948/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 4)
		n1 false (test_time = 2.19279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.29153e-05)
	variant  6949/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 3)
		n1 false (test_time = 2.20231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  6950/26032 = ?(1,a(826,823)) ?(2,a(826,822)) ?(3,a(826,821)) ?(4,a(826,820)) ?(5,a(826,819)) ?(6,a(826,818)) ?(7,a(826,816)) ?(8,a(826,815)) ?(9,a(826,814)) ?(10,a(826,811)) ?(11,a(826,805)) ?(12,a(826,803)) ?(13,a(826,802)) ?(14,a(826,801)) ?(15,a(826,799)) ?(16,a(826,798)) ?(17,a(826,790)) ?(18,a(826,789)) ?(19,a(826,788)) ?(20,a(826,787)) ?(21,a(826,786)) ?(22,a(826,785)) ?(23,a(826,784)) ?(24,a(826,781)) ?(25,a(826,780)) ?(26,a(826,779)) ?(27,a(826,778)) ?(28,a(826,777)) ?(29,a(826,776)) ?(30,a(826,775)) ?(31,a(826,759)) ?(32,a(826,758)) ?(33,a(826,757)) ?(34,a(826,756)) ?(35,a(826,755)) ?(36,a(826,754)) ?(37,a(826,753)) ?(38,a(826,752)) ?(39,a(826,751)) ?(40,a(826,738)) ?(41,a(826,737)) ?(42,a(826,736)) ?(43,a(826,734)) ?(44,a(826,732)) ?(45,a(826,730)) ?(46,a(826,729)) ?(47,a(826,728)) ?(48,a(826,727)) ?(49,a(826,726)) ?(50,a(826,725))  (21 tests, cond 2)
		n1 false (test_time = 2.24349)
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 = 0.557396)
search: ww_adaptive: found best (time_taken = 0.00101495)
	variant  6951/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 1)
		n1 false (test_time = 2.75525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161219)
	variant  6952/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 50)
		n1 false (test_time = 2.08701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145602)
	variant  6953/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 49)
		n1 false (test_time = 2.12634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00140095)
	variant  6954/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 48)
		n1 false (test_time = 2.08272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014379)
	variant  6955/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 47)
		n1 false (test_time = 2.11364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203705)
	variant  6956/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 46)
		n1 false (test_time = 2.11127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142789)
	variant  6957/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 45)
		n1 false (test_time = 2.08799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00332284)
	variant  6958/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 44)
		n1 false (test_time = 2.12602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00311112)
	variant  6959/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 43)
		n1 false (test_time = 2.12779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0026412)
	variant  6960/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 42)
		n1 false (test_time = 2.20886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00251508)
	variant  6961/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 41)
		n1 false (test_time = 2.19447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00249982)
	variant  6962/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 40)
		n1 false (test_time = 2.10994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202584)
	variant  6963/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 39)
		n1 false (test_time = 2.09487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00138903)
	variant  6964/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 38)
		n1 false (test_time = 2.16757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137711)
	variant  6965/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 37)
		n1 false (test_time = 2.11078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00229406)
	variant  6966/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 36)
		n1 false (test_time = 2.20907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199604)
	variant  6967/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 35)
		n1 false (test_time = 2.07262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188112)
	variant  6968/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 34)
		n1 false (test_time = 2.08434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183296)
	variant  6969/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 33)
		n1 false (test_time = 2.12159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228882)
	variant  6970/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 32)
		n1 false (test_time = 2.14444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00191808)
	variant  6971/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 31)
		n1 false (test_time = 2.14273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00188422)
	variant  6972/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 30)
		n1 false (test_time = 2.10727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0024538)
	variant  6973/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 29)
		n1 false (test_time = 2.11901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001791)
	variant  6974/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 28)
		n1 false (test_time = 2.07368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0021801)
	variant  6975/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 27)
		n1 false (test_time = 2.10586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153613)
	variant  6976/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 26)
		n1 false (test_time = 2.12447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163817)
	variant  6977/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 25)
		n1 false (test_time = 2.14247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163603)
	variant  6978/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 24)
		n1 false (test_time = 2.08047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166702)
	variant  6979/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 23)
		n1 false (test_time = 2.09942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109792)
	variant  6980/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 22)
		n1 false (test_time = 2.14408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204301)
	variant  6981/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 21)
		n1 false (test_time = 2.06875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013051)
	variant  6982/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 20)
		n1 false (test_time = 2.09928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000886917)
	variant  6983/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 19)
		n1 false (test_time = 2.09865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123286)
	variant  6984/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 18)
		n1 false (test_time = 2.11583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103402)
	variant  6985/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 17)
		n1 false (test_time = 2.11617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134802)
	variant  6986/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 16)
		n1 false (test_time = 2.1445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000928164)
	variant  6987/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 15)
		n1 false (test_time = 2.19879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000276089)
	variant  6988/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 14)
		n1 false (test_time = 2.12747)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000262976)
	variant  6989/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 13)
		n1 false (test_time = 2.10889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000238895)
	variant  6990/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 12)
		n1 false (test_time = 181.782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000244856)
	variant  6991/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 11)
		n1 false (test_time = 2.12858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019908)
	variant  6992/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 10)
		n1 false (test_time = 2.1189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174999)
	variant  6993/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 9)
		n1 false (test_time = 2.15591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000174999)
	variant  6994/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 8)
		n1 false (test_time = 2.09526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000118971)
	variant  6995/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 7)
		n1 false (test_time = 2.12519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  6996/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 6)
		n1 false (test_time = 2.11475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  6997/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 5)
		n1 false (test_time = 2.10699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.00951e-05)
	variant  6998/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 4)
		n1 false (test_time = 2.10081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.50747e-05)
	variant  6999/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 3)
		n1 false (test_time = 2.11556)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  7000/26032 = ?(1,a(826,724)) ?(2,a(826,723)) ?(3,a(826,715)) ?(4,a(826,713)) ?(5,a(826,711)) ?(6,a(826,710)) ?(7,a(826,709)) ?(8,a(826,708)) ?(9,a(826,707)) ?(10,a(826,705)) ?(11,a(826,704)) ?(12,a(826,703)) ?(13,a(826,701)) ?(14,a(826,700)) ?(15,a(826,699)) ?(16,a(826,698)) ?(17,a(826,697)) ?(18,a(826,695)) ?(19,a(826,693)) ?(20,a(826,692)) ?(21,a(826,690)) ?(22,a(826,679)) ?(23,a(826,678)) ?(24,a(826,675)) ?(25,a(826,674)) ?(26,a(826,673)) ?(27,a(826,672)) ?(28,a(826,671)) ?(29,a(826,670)) ?(30,a(826,667)) ?(31,a(826,666)) ?(32,a(826,665)) ?(33,a(826,662)) ?(34,a(826,661)) ?(35,a(826,659)) ?(36,a(826,657)) ?(37,a(826,656)) ?(38,a(826,654)) ?(39,a(826,651)) ?(40,a(826,648)) ?(41,a(826,647)) ?(42,a(826,646)) ?(43,a(826,645)) ?(44,a(826,644)) ?(45,a(826,643)) ?(46,a(826,642)) ?(47,a(826,641)) ?(48,a(826,619)) ?(49,a(826,618)) ?(50,a(826,598))  (21 tests, cond 2)
		n1 false (test_time = 2.16246)
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 = 0.526133)
search: ww_adaptive: found best (time_taken = 0.00104308)
	variant  7001/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 1)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007000/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 1.53691)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199389)
	variant  7002/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 50)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007001/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.791054)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196815)
	variant  7003/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 50)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166011)
	variant  7004/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 49)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007002/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.781953)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0019629)
	variant  7005/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 49)
		n1 false (test_time = 1.38283e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114107)
	variant  7006/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 48)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007003/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.785845)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146103)
	variant  7007/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 48)
		n1 false (test_time = 1.71661e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145698)
	variant  7008/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 47)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007004/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.779737)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148296)
	variant  7009/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 47)
		n1 false (test_time = 1.4782e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152397)
	variant  7010/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 46)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007005/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.783901)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0014019)
	variant  7011/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 46)
		n1 false (test_time = 1.40667e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018909)
	variant  7012/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 45)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007006/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.767476)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135899)
	variant  7013/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 45)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109386)
	variant  7014/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 44)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007007/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.830377)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00212598)
	variant  7015/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 44)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000874043)
	variant  7016/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 43)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007008/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.787944)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134683)
	variant  7017/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 43)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170994)
	variant  7018/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 42)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007009/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.806723)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120807)
	variant  7019/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 42)
		n1 false (test_time = 1.4782e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016129)
	variant  7020/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 41)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007010/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.790458)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013082)
	variant  7021/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 41)
		n1 false (test_time = 1.38283e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156999)
	variant  7022/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 40)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007011/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.786652)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129795)
	variant  7023/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 40)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152111)
	variant  7024/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 39)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007012/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.771976)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105786)
	variant  7025/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 39)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162506)
	variant  7026/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 38)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007013/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.784476)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108409)
	variant  7027/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 38)
		n1 false (test_time = 2.7895e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141311)
	variant  7028/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 37)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007014/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.778018)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00101209)
	variant  7029/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 37)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001755)
	variant  7030/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 36)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007015/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.782274)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000952959)
	variant  7031/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 36)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135589)
	variant  7032/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 35)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007016/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.7885)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000967979)
	variant  7033/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 35)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142598)
	variant  7034/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 34)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007017/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.78627)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000920057)
	variant  7035/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 34)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135684)
	variant  7036/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 33)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007018/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.780771)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000946999)
	variant  7037/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 33)
		n1 false (test_time = 4.19617e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141001)
	variant  7038/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 32)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007019/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.839014)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000878811)
	variant  7039/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 32)
		n1 false (test_time = 1.40667e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129485)
	variant  7040/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 31)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007020/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.782767)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000908136)
	variant  7041/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 31)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141382)
	variant  7042/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 30)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007021/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.789542)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000939846)
	variant  7043/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 30)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135112)
	variant  7044/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 29)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007022/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.795802)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000795126)
	variant  7045/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 29)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013392)
	variant  7046/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 28)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007023/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.768906)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000789881)
	variant  7047/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 28)
		n1 false (test_time = 1.4782e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123811)
	variant  7048/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 27)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007024/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.78818)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000727177)
	variant  7049/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 27)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125194)
	variant  7050/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 26)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007025/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.775637)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00082612)
	variant  7051/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 26)
		n1 false (test_time = 2.69413e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00117612)
	variant  7052/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 25)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007026/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.78339)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000691175)
	variant  7053/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 25)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108099)
	variant  7054/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 24)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007027/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.795798)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000680923)
	variant  7055/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 24)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000908852)
	variant  7056/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 23)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007028/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.80372)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000673056)
	variant  7057/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 23)
		n1 false (test_time = 1.69277e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000460863)
	variant  7058/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 22)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007029/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.813154)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000599146)
	variant  7059/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 22)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000432014)
	variant  7060/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 21)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007030/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.795864)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000617981)
	variant  7061/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 21)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458956)
	variant  7062/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 20)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007031/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.785531)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000563145)
	variant  7063/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 20)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000417948)
	variant  7064/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 19)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007032/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.796452)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000566959)
	variant  7065/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 19)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000405073)
	variant  7066/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 18)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007033/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.796152)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000576019)
	variant  7067/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 18)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000344992)
	variant  7068/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 17)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007034/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.778058)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00051403)
	variant  7069/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 17)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000334024)
	variant  7070/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 16)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007035/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.799581)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000468969)
	variant  7071/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 16)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000309944)
	variant  7072/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 15)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007036/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.784498)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000435114)
	variant  7073/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 15)
		n1 false (test_time = 1.62125e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00028491)
	variant  7074/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 14)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007037/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.787719)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000394106)
	variant  7075/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 14)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00029397)
	variant  7076/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 13)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007038/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.824198)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000414133)
	variant  7077/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 13)
		n1 false (test_time = 1.81198e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000289917)
	variant  7078/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 12)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007039/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.809654)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000368118)
	variant  7079/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 12)
		n1 false (test_time = 1.69277e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000247002)
	variant  7080/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 11)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007040/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.775714)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000362158)
	variant  7081/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 11)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000261068)
	variant  7082/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 10)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007041/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.752717)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000311136)
	variant  7083/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 10)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200033)
	variant  7084/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 9)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007042/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.775697)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000304937)
	variant  7085/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 9)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000173092)
	variant  7086/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 8)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007043/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.807475)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000263929)
	variant  7087/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 8)
		n1 false (test_time = 1.71661e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000159025)
	variant  7088/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 7)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007044/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.778108)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241995)
	variant  7089/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 7)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  7090/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 6)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007045/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.788952)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000247002)
	variant  7091/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 6)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000138998)
	variant  7092/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 5)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007046/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.772237)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000193834)
	variant  7093/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 5)
		n1 false (test_time = 1.97887e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.20296e-05)
	variant  7094/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 4)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007047/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.774784)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000152111)
	variant  7095/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 4)
		n1 false (test_time = 2.00272e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.20024e-05)
	variant  7096/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 3)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007048/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.797877)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant  7097/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 3)
		n1 false (test_time = 1.38283e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.5129e-05)
	variant  7098/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 2)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007049/src/request.c  ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  fails to compile
 false (test_time = 0.836618)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000108004)
	variant  7099/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 2)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  7100/26032 = ?(1,a(826,597)) ?(2,a(826,587)) ?(3,a(826,584)) ?(4,a(826,515)) ?(5,a(824,882)) ?(6,a(824,881)) ?(7,a(824,880)) ?(8,a(824,877)) ?(9,a(824,876)) ?(10,a(824,874)) ?(11,a(824,873)) ?(12,a(824,872)) ?(13,a(824,871)) ?(14,a(824,870)) ?(15,a(824,869)) ?(16,a(824,867)) ?(17,a(824,865)) ?(18,a(824,854)) ?(19,a(824,853)) ?(20,a(824,852)) ?(21,a(824,845)) ?(22,a(824,841)) ?(23,a(824,839)) ?(24,a(824,838)) ?(25,a(824,837)) ?(26,a(824,836)) ?(27,a(824,833)) ?(28,a(824,831)) ?(29,a(824,823)) ?(30,a(824,822)) ?(31,a(824,821)) ?(32,a(824,820)) ?(33,a(824,819)) ?(34,a(824,818)) ?(35,a(824,816)) ?(36,a(824,815)) ?(37,a(824,814)) ?(38,a(824,813)) ?(39,a(824,811)) ?(40,a(824,805)) ?(41,a(824,803)) ?(42,a(824,802)) ?(43,a(824,801)) ?(44,a(824,799)) ?(45,a(824,798)) ?(46,a(824,790)) ?(47,a(824,789)) ?(48,a(824,788)) ?(49,a(824,787)) ?(50,a(824,786))  (21 tests, cond 1)
		n1 false (test_time = 1.5974e-05)
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 = 0.539123)
search: ww_adaptive: found best (time_taken = 0.00114799)
	variant  7101/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 1)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007050/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 1.3857)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00175905)
	variant  7102/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 50)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007051/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.776082)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199103)
	variant  7103/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 50)
		n1 false (test_time = 2.09808e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00113487)
	variant  7104/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 49)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007052/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.780536)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141001)
	variant  7105/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 49)
		n1 false (test_time = 1.4782e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128198)
	variant  7106/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 48)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007053/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.766408)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152087)
	variant  7107/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 48)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105)
	variant  7108/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 47)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007054/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.785487)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132489)
	variant  7109/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 47)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102711)
	variant  7110/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 46)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007055/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.75663)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001369)
	variant  7111/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 46)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000980139)
	variant  7112/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 45)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007056/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.775104)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133896)
	variant  7113/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 45)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000998974)
	variant  7114/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 44)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007057/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.783118)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131893)
	variant  7115/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 44)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149512)
	variant  7116/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 43)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007058/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.782794)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001261)
	variant  7117/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 43)
		n1 false (test_time = 1.4782e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149798)
	variant  7118/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 42)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007059/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.802742)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00162601)
	variant  7119/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 42)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00149608)
	variant  7120/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 41)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007060/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.77232)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133491)
	variant  7121/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 41)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00217104)
	variant  7122/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 40)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007061/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.773138)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120115)
	variant  7123/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 40)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145817)
	variant  7124/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 39)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007062/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.770152)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00111294)
	variant  7125/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 39)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00520992)
	variant  7126/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 38)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007063/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.797855)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103402)
	variant  7127/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 38)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0038681)
	variant  7128/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 37)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007064/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.796337)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107503)
	variant  7129/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 37)
		n1 false (test_time = 1.69277e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00250411)
	variant  7130/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 36)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007065/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.773115)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00107694)
	variant  7131/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 36)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00264096)
	variant  7132/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 35)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007066/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.776762)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000953913)
	variant  7133/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 35)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183797)
	variant  7134/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 34)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007067/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.792213)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000930071)
	variant  7135/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 34)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134683)
	variant  7136/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 33)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007068/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.80112)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000874043)
	variant  7137/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 33)
		n1 false (test_time = 1.78814e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126719)
	variant  7138/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 32)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007069/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.81069)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000906229)
	variant  7139/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 32)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192189)
	variant  7140/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 31)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007070/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.775757)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000827074)
	variant  7141/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 31)
		n1 false (test_time = 2.47955e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00183678)
	variant  7142/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 30)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007071/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.778101)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00077486)
	variant  7143/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 30)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00131893)
	variant  7144/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 29)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007072/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.788594)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00080204)
	variant  7145/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 29)
		n1 false (test_time = 2.28882e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00143313)
	variant  7146/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 28)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007073/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.773378)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000759125)
	variant  7147/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 28)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144196)
	variant  7148/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 27)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007074/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.765705)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000785112)
	variant  7149/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 27)
		n1 false (test_time = 1.71661e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135899)
	variant  7150/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 26)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007075/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.760173)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000702858)
	variant  7151/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 26)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000922918)
	variant  7152/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 25)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007076/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.784164)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000687122)
	variant  7153/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 25)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013659)
	variant  7154/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 24)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007077/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.78179)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000730991)
	variant  7155/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 24)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158405)
	variant  7156/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 23)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007078/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.757944)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0006392)
	variant  7157/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 23)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000463963)
	variant  7158/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 22)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007079/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.827293)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000623226)
	variant  7159/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 22)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000456095)
	variant  7160/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 21)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007080/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.770171)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000612974)
	variant  7161/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 21)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000409842)
	variant  7162/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 20)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007081/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.756903)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000566959)
	variant  7163/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 20)
		n1 false (test_time = 1.62125e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000404835)
	variant  7164/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 19)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007082/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.755825)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000517845)
	variant  7165/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 19)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000400066)
	variant  7166/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 18)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007083/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.781898)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000511885)
	variant  7167/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 18)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000355005)
	variant  7168/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 17)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007084/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.765697)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000494957)
	variant  7169/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 17)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000341892)
	variant  7170/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 16)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007085/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.764619)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000458002)
	variant  7171/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 16)
		n1 false (test_time = 1.4782e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000305176)
	variant  7172/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 15)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007086/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.75849)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000452042)
	variant  7173/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 15)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000301123)
	variant  7174/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 14)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007087/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.798457)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000429153)
	variant  7175/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 14)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267029)
	variant  7176/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 13)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007088/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.819721)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000386953)
	variant  7177/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 13)
		n1 false (test_time = 0.000161886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000245094)
	variant  7178/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 12)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007089/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.872809)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000364065)
	variant  7179/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 12)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000231028)
	variant  7180/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 11)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007090/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.772268)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000338078)
	variant  7181/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 11)
		n1 false (test_time = 1.62125e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000212908)
	variant  7182/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 10)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007091/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.791037)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000349998)
	variant  7183/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 10)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000192881)
	variant  7184/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 9)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007092/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.793635)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00029397)
	variant  7185/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 9)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000165224)
	variant  7186/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 8)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007093/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.775066)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267982)
	variant  7187/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 8)
		n1 false (test_time = 2.00272e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000144005)
	variant  7188/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 7)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007094/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.766082)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000246048)
	variant  7189/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 7)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123978)
	variant  7190/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 6)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007095/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.763362)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000204086)
	variant  7191/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 6)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000113964)
	variant  7192/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 5)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007096/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.777853)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208139)
	variant  7193/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 5)
		n1 false (test_time = 1.71661e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.799e-05)
	variant  7194/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 4)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007097/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.794495)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000160933)
	variant  7195/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 4)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant  7196/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 3)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007098/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.758669)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00013113)
	variant  7197/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 3)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.00679e-05)
	variant  7198/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 2)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007099/src/request.c  ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  fails to compile
 false (test_time = 0.818962)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011301)
	variant  7199/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 2)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.00136e-05)
	variant  7200/26032 = ?(1,a(824,785)) ?(2,a(824,784)) ?(3,a(824,781)) ?(4,a(824,780)) ?(5,a(824,779)) ?(6,a(824,778)) ?(7,a(824,777)) ?(8,a(824,776)) ?(9,a(824,775)) ?(10,a(824,759)) ?(11,a(824,758)) ?(12,a(824,757)) ?(13,a(824,756)) ?(14,a(824,755)) ?(15,a(824,754)) ?(16,a(824,753)) ?(17,a(824,752)) ?(18,a(824,751)) ?(19,a(824,738)) ?(20,a(824,737)) ?(21,a(824,736)) ?(22,a(824,734)) ?(23,a(824,732)) ?(24,a(824,730)) ?(25,a(824,729)) ?(26,a(824,728)) ?(27,a(824,727)) ?(28,a(824,726)) ?(29,a(824,725)) ?(30,a(824,724)) ?(31,a(824,723)) ?(32,a(824,715)) ?(33,a(824,713)) ?(34,a(824,711)) ?(35,a(824,710)) ?(36,a(824,709)) ?(37,a(824,708)) ?(38,a(824,707)) ?(39,a(824,705)) ?(40,a(824,704)) ?(41,a(824,703)) ?(42,a(824,701)) ?(43,a(824,700)) ?(44,a(824,699)) ?(45,a(824,698)) ?(46,a(824,697)) ?(47,a(824,695)) ?(48,a(824,693)) ?(49,a(824,692)) ?(50,a(824,690))  (21 tests, cond 1)
		n1 false (test_time = 2.69413e-05)
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 = 0.50138)
search: ww_adaptive: found best (time_taken = 0.000985146)
	variant  7201/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 1)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007100/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 1.47189)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00172687)
	variant  7202/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 50)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007101/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.779997)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246501)
	variant  7203/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 50)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161886)
	variant  7204/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 49)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007102/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.775314)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146604)
	variant  7205/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 49)
		n1 false (test_time = 1.88351e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121689)
	variant  7206/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 48)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007103/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.766014)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00156116)
	variant  7207/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 48)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001091)
	variant  7208/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 47)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007104/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.79505)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134301)
	variant  7209/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 47)
		n1 false (test_time = 1.40667e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190902)
	variant  7210/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 46)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007105/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.783288)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148082)
	variant  7211/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 46)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00170803)
	variant  7212/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 45)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007106/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.770033)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132585)
	variant  7213/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 45)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166702)
	variant  7214/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 44)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007107/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.766454)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141597)
	variant  7215/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 44)
		n1 false (test_time = 1.40667e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0016489)
	variant  7216/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 43)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007108/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.78738)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137711)
	variant  7217/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 43)
		n1 false (test_time = 1.40667e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00172901)
	variant  7218/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 42)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007109/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.80542)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135994)
	variant  7219/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 42)
		n1 false (test_time = 1.38283e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169587)
	variant  7220/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 41)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007110/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.764997)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152612)
	variant  7221/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 41)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174403)
	variant  7222/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 40)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007111/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.76761)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126791)
	variant  7223/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 40)
		n1 false (test_time = 1.40667e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00152016)
	variant  7224/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 39)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007112/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.789004)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106192)
	variant  7225/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 39)
		n1 false (test_time = 2.00272e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142789)
	variant  7226/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 38)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007113/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.772316)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106621)
	variant  7227/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 38)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146985)
	variant  7228/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 37)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007114/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.796814)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000995159)
	variant  7229/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 37)
		n1 false (test_time = 1.90735e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144506)
	variant  7230/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 36)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007115/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.773717)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000977993)
	variant  7231/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 36)
		n1 false (test_time = 2.31266e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142503)
	variant  7232/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 35)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007116/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.782946)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000910044)
	variant  7233/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 35)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133491)
	variant  7234/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 34)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007117/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.767271)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000978947)
	variant  7235/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 34)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00141215)
	variant  7236/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 33)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007118/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.796144)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00089407)
	variant  7237/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 33)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115108)
	variant  7238/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 32)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007119/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.811719)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000873804)
	variant  7239/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 32)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130296)
	variant  7240/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 31)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007120/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.767789)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000929117)
	variant  7241/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 31)
		n1 false (test_time = 1.69277e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129604)
	variant  7242/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 30)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007121/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.774415)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00078702)
	variant  7243/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 30)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114799)
	variant  7244/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 29)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007122/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.761143)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000797987)
	variant  7245/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 29)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122094)
	variant  7246/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 28)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007123/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.787908)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00075388)
	variant  7247/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 28)
		n1 false (test_time = 1.62125e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119305)
	variant  7248/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 27)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007124/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.786708)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001091)
	variant  7249/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 27)
		n1 false (test_time = 1.90735e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000974894)
	variant  7250/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 26)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007125/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.786963)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00072217)
	variant  7251/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 26)
		n1 false (test_time = 2.09808e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000985861)
	variant  7252/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 25)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007126/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.768822)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000705957)
	variant  7253/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 25)
		n1 false (test_time = 1.62125e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115585)
	variant  7254/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 24)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007127/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.768671)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000688076)
	variant  7255/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 24)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116396)
	variant  7256/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 23)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007128/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.787091)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000645876)
	variant  7257/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 23)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000460863)
	variant  7258/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 22)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007129/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.80867)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000636101)
	variant  7259/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 22)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000488043)
	variant  7260/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 21)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007130/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.770982)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000588894)
	variant  7261/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 21)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000446081)
	variant  7262/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 20)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007131/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.769116)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000602007)
	variant  7263/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 20)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411987)
	variant  7264/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 19)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007132/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.782431)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00058794)
	variant  7265/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 19)
		n1 false (test_time = 1.28746e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000380039)
	variant  7266/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 18)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007133/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.784635)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000554085)
	variant  7267/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 18)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00035882)
	variant  7268/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 17)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007134/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.768584)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000504971)
	variant  7269/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 17)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000329018)
	variant  7270/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 16)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007135/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.77942)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000453949)
	variant  7271/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 16)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000316143)
	variant  7272/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 15)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007136/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.765023)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000440121)
	variant  7273/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 15)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000306845)
	variant  7274/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 14)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007137/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.764802)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000437975)
	variant  7275/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 14)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265837)
	variant  7276/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 13)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007138/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.770361)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000420094)
	variant  7277/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 13)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000257969)
	variant  7278/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 12)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007139/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.808304)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000381947)
	variant  7279/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 12)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000235081)
	variant  7280/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 11)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007140/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.763784)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000349045)
	variant  7281/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 11)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000219107)
	variant  7282/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 10)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007141/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.769587)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000324965)
	variant  7283/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 10)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000213861)
	variant  7284/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 9)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007142/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.763112)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000292063)
	variant  7285/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 9)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000179052)
	variant  7286/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 8)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007143/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.762572)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000265121)
	variant  7287/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 8)
		n1 false (test_time = 2.09808e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000145912)
	variant  7288/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 7)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007144/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.785546)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000236034)
	variant  7289/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 7)
		n1 false (test_time = 1.50204e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000139952)
	variant  7290/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 6)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007145/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.772604)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267982)
	variant  7291/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 6)
		n1 false (test_time = 1.71661e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000113964)
	variant  7292/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 5)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007146/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.780128)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00019002)
	variant  7293/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 5)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.79765e-05)
	variant  7294/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 4)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007147/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.836828)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000156879)
	variant  7295/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 4)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-05)
	variant  7296/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 3)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007148/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.786015)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000133038)
	variant  7297/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 3)
		n1 false (test_time = 2.00272e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.29289e-05)
	variant  7298/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 2)
		n1	/root/mountpoint-genprog/genprog-many-bugs/lighttpd-bug-2785-2786/007149/src/request.c  ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  fails to compile
 false (test_time = 0.80329)
		WARNING: super-mutant fails to compile
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000113964)
	variant  7299/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 2)
		n1 false (test_time = 1.5974e-05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  7300/26032 = ?(1,a(824,679)) ?(2,a(824,678)) ?(3,a(824,675)) ?(4,a(824,674)) ?(5,a(824,673)) ?(6,a(824,672)) ?(7,a(824,671)) ?(8,a(824,670)) ?(9,a(824,668)) ?(10,a(824,667)) ?(11,a(824,666)) ?(12,a(824,665)) ?(13,a(824,664)) ?(14,a(824,663)) ?(15,a(824,662)) ?(16,a(824,661)) ?(17,a(824,659)) ?(18,a(824,657)) ?(19,a(824,656)) ?(20,a(824,654)) ?(21,a(824,651)) ?(22,a(824,648)) ?(23,a(824,647)) ?(24,a(824,646)) ?(25,a(824,645)) ?(26,a(824,644)) ?(27,a(824,643)) ?(28,a(824,642)) ?(29,a(824,641)) ?(30,a(824,619)) ?(31,a(824,618)) ?(32,a(824,598)) ?(33,a(824,597)) ?(34,a(824,587)) ?(35,a(824,584)) ?(36,a(824,515)) ?(37,a(823,882)) ?(38,a(823,881)) ?(39,a(823,880)) ?(40,a(823,874)) ?(41,a(823,872)) ?(42,a(823,867)) ?(43,a(823,865)) ?(44,a(823,852)) ?(45,a(823,845)) ?(46,a(823,838)) ?(47,a(823,837)) ?(48,a(823,833)) ?(49,a(823,823)) ?(50,a(823,822))  (21 tests, cond 1)
		n1 false (test_time = 1.5974e-05)
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 = 0.526071)
search: ww_adaptive: found best (time_taken = 0.00107384)
	variant  7301/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 1)
		n1 false (test_time = 2.86627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00192285)
	variant  7302/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 50)
		n1 false (test_time = 2.18204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00177002)
	variant  7303/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 49)
		n1 false (test_time = 2.28039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00168109)
	variant  7304/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 48)
		n1 false (test_time = 2.17023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165105)
	variant  7305/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 47)
		n1 false (test_time = 2.1582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161719)
	variant  7306/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 46)
		n1 false (test_time = 2.18217)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146794)
	variant  7307/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 45)
		n1 false (test_time = 2.15754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133991)
	variant  7308/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 44)
		n1 false (test_time = 2.2201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137115)
	variant  7309/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 43)
		n1 false (test_time = 2.24001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0013032)
	variant  7310/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 42)
		n1 false (test_time = 2.19517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00133204)
	variant  7311/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 41)
		n1 false (test_time = 2.20133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00127411)
	variant  7312/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 40)
		n1 false (test_time = 2.19013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128293)
	variant  7313/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 39)
		n1 false (test_time = 2.21937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125599)
	variant  7314/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 38)
		n1 false (test_time = 2.20163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00125909)
	variant  7315/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 37)
		n1 false (test_time = 2.19552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00119185)
	variant  7316/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 36)
		n1 false (test_time = 2.27725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128722)
	variant  7317/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 35)
		n1 false (test_time = 2.16717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142789)
	variant  7318/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 34)
		n1 false (test_time = 2.2197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00122404)
	variant  7319/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 33)
		n1 false (test_time = 2.18578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109315)
	variant  7320/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 32)
		n1 false (test_time = 2.28654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110412)
	variant  7321/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 31)
		n1 false (test_time = 2.20255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00195408)
	variant  7322/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 30)
		n1 false (test_time = 49.897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0216641)
	variant  7323/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 29)
		n1 false (test_time = 4.51671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00397086)
	variant  7324/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 28)
		n1 false (test_time = 2.18808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00236511)
	variant  7325/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 27)
		n1 false (test_time = 2.19743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00388098)
	variant  7326/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 26)
		n1 false (test_time = 2.31045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00208998)
	variant  7327/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 25)
		n1 false (test_time = 2.23745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223112)
	variant  7328/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 24)
		n1 false (test_time = 2.21892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244021)
	variant  7329/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 23)
		n1 false (test_time = 2.34359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0026319)
	variant  7330/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 22)
		n1 false (test_time = 2.29505)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130391)
	variant  7331/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 21)
		n1 false (test_time = 45.7358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00271893)
	variant  7332/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 20)
		n1 false (test_time = 3.13472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000969172)
	variant  7333/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 19)
		n1 false (test_time = 2.27462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000849009)
	variant  7334/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 18)
		n1 false (test_time = 2.24065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000792027)
	variant  7335/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 17)
		n1 false (test_time = 44.1482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220108)
	variant  7336/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 16)
		n1 false (test_time = 3.1043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000296831)
	variant  7337/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 15)
		n1 false (test_time = 2.25623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00029397)
	variant  7338/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 14)
		n1 false (test_time = 2.22513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000260115)
	variant  7339/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 13)
		n1 false (test_time = 45.4577)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00193501)
	variant  7340/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 12)
		n1 false (test_time = 3.10017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000201941)
	variant  7341/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 11)
		n1 false (test_time = 2.22968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000188112)
	variant  7342/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 10)
		n1 false (test_time = 2.25468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000176907)
	variant  7343/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 9)
		n1 false (test_time = 2.23914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000159025)
	variant  7344/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 8)
		n1 false (test_time = 2.3064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000128984)
	variant  7345/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 7)
		n1 false (test_time = 2.25871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000157118)
	variant  7346/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 6)
		n1 false (test_time = 2.19605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.29832e-05)
	variant  7347/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 5)
		n1 false (test_time = 2.22552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-05)
	variant  7348/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 4)
		n1 false (test_time = 2.28373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.91142e-05)
	variant  7349/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 3)
		n1 false (test_time = 2.248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  7350/26032 = ?(1,a(823,821)) ?(2,a(823,820)) ?(3,a(823,818)) ?(4,a(823,816)) ?(5,a(823,814)) ?(6,a(823,813)) ?(7,a(823,811)) ?(8,a(823,805)) ?(9,a(823,803)) ?(10,a(823,802)) ?(11,a(823,799)) ?(12,a(823,798)) ?(13,a(823,789)) ?(14,a(823,788)) ?(15,a(823,786)) ?(16,a(823,784)) ?(17,a(823,780)) ?(18,a(823,779)) ?(19,a(823,777)) ?(20,a(823,775)) ?(21,a(823,758)) ?(22,a(823,757)) ?(23,a(823,755)) ?(24,a(823,754)) ?(25,a(823,753)) ?(26,a(823,752)) ?(27,a(823,751)) ?(28,a(823,738)) ?(29,a(823,737)) ?(30,a(823,729)) ?(31,a(823,728)) ?(32,a(823,724)) ?(33,a(823,711)) ?(34,a(823,708)) ?(35,a(823,705)) ?(36,a(823,703)) ?(37,a(823,700)) ?(38,a(823,699)) ?(39,a(823,679)) ?(40,a(823,678)) ?(41,a(823,674)) ?(42,a(823,672)) ?(43,a(823,671)) ?(44,a(823,668)) ?(45,a(823,667)) ?(46,a(823,664)) ?(47,a(823,663)) ?(48,a(823,662)) ?(49,a(823,648)) ?(50,a(823,647))  (21 tests, cond 2)
		n1 false (test_time = 2.34961)
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 = 0.528313)
search: ww_adaptive: found best (time_taken = 0.00107694)
	variant  7351/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 1)
		n1 false (test_time = 2.89599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00203395)
	variant  7352/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 50)
		n1 false (test_time = 2.16974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00153399)
	variant  7353/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 49)
		n1 false (test_time = 2.18192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00194597)
	variant  7354/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 48)
		n1 false (test_time = 2.164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00226402)
	variant  7355/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 47)
		n1 false (test_time = 9.51461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00404501)
	variant  7356/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 46)
		n1 false (test_time = 3.03696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00278807)
	variant  7357/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 45)
		n1 false (test_time = 2.20867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00200796)
	variant  7358/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 44)
		n1 false (test_time = 2.16393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166798)
	variant  7359/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 43)
		n1 false (test_time = 2.17923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00172305)
	variant  7360/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 42)
		n1 false (test_time = 2.24518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00179791)
	variant  7361/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 41)
		n1 false (test_time = 2.16951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00169802)
	variant  7362/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 40)
		n1 false (test_time = 2.21781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121093)
	variant  7363/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 39)
		n1 false (test_time = 2.17797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161195)
	variant  7364/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 38)
		n1 false (test_time = 2.19539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198293)
	variant  7365/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 37)
		n1 false (test_time = 2.18845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00230694)
	variant  7366/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 36)
		n1 false (test_time = 2.2588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158596)
	variant  7367/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 35)
		n1 false (test_time = 2.1927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00219703)
	variant  7368/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 34)
		n1 false (test_time = 2.20934)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234008)
	variant  7369/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 33)
		n1 false (test_time = 2.14366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00134492)
	variant  7370/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 32)
		n1 false (test_time = 2.21943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001369)
	variant  7371/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 31)
		n1 false (test_time = 2.20273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137186)
	variant  7372/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 30)
		n1 false (test_time = 2.25463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00103998)
	variant  7373/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 29)
		n1 false (test_time = 2.18317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121808)
	variant  7374/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 28)
		n1 false (test_time = 2.19424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00120687)
	variant  7375/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 27)
		n1 false (test_time = 2.13109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128102)
	variant  7376/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 26)
		n1 false (test_time = 2.19152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121784)
	variant  7377/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 25)
		n1 false (test_time = 2.27604)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106597)
	variant  7378/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 24)
		n1 false (test_time = 2.16204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124383)
	variant  7379/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 23)
		n1 false (test_time = 2.28127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102901)
	variant  7380/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 22)
		n1 false (test_time = 2.24481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00099802)
	variant  7381/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 21)
		n1 false (test_time = 2.154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00118899)
	variant  7382/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 20)
		n1 false (test_time = 2.1427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000926018)
	variant  7383/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 19)
		n1 false (test_time = 2.15092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000997066)
	variant  7384/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 18)
		n1 false (test_time = 2.16727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00082016)
	variant  7385/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 17)
		n1 false (test_time = 2.17088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000301123)
	variant  7386/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 16)
		n1 false (test_time = 2.1823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000302076)
	variant  7387/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 15)
		n1 false (test_time = 2.15099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000272036)
	variant  7388/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 14)
		n1 false (test_time = 2.16912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000263929)
	variant  7389/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 13)
		n1 false (test_time = 2.13896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000225067)
	variant  7390/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 12)
		n1 false (test_time = 2.20926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000208139)
	variant  7391/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 11)
		n1 false (test_time = 2.19058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant  7392/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 10)
		n1 false (test_time = 2.17702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000170946)
	variant  7393/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 9)
		n1 false (test_time = 2.24119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000150919)
	variant  7394/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 8)
		n1 false (test_time = 2.1694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000251055)
	variant  7395/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 7)
		n1 false (test_time = 2.15058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00011611)
	variant  7396/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 6)
		n1 false (test_time = 2.19422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.70228e-05)
	variant  7397/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 5)
		n1 false (test_time = 2.2936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.48499e-05)
	variant  7398/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 4)
		n1 false (test_time = 2.27974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant  7399/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 3)
		n1 false (test_time = 2.2324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  7400/26032 = ?(1,a(823,646)) ?(2,a(823,645)) ?(3,a(823,642)) ?(4,a(823,598)) ?(5,a(822,882)) ?(6,a(822,881)) ?(7,a(822,880)) ?(8,a(822,877)) ?(9,a(822,876)) ?(10,a(822,874)) ?(11,a(822,873)) ?(12,a(822,872)) ?(13,a(822,871)) ?(14,a(822,870)) ?(15,a(822,869)) ?(16,a(822,867)) ?(17,a(822,865)) ?(18,a(822,854)) ?(19,a(822,853)) ?(20,a(822,852)) ?(21,a(822,845)) ?(22,a(822,841)) ?(23,a(822,839)) ?(24,a(822,838)) ?(25,a(822,837)) ?(26,a(822,836)) ?(27,a(822,833)) ?(28,a(822,831)) ?(29,a(822,823)) ?(30,a(822,822)) ?(31,a(822,821)) ?(32,a(822,820)) ?(33,a(822,819)) ?(34,a(822,818)) ?(35,a(822,816)) ?(36,a(822,815)) ?(37,a(822,814)) ?(38,a(822,813)) ?(39,a(822,811)) ?(40,a(822,805)) ?(41,a(822,803)) ?(42,a(822,802)) ?(43,a(822,801)) ?(44,a(822,799)) ?(45,a(822,798)) ?(46,a(822,790)) ?(47,a(822,789)) ?(48,a(822,788)) ?(49,a(822,787)) ?(50,a(822,786))  (21 tests, cond 2)
		n1 false (test_time = 2.2251)
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 = 0.57055)
search: ww_adaptive: found best (time_taken = 0.00158095)
	variant  7401/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 1)
		n1 false (test_time = 2.83638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0024991)
	variant  7402/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 50)
		n1 false (test_time = 2.1769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00165606)
	variant  7403/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 49)
		n1 false (test_time = 2.22596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001652)
	variant  7404/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 48)
		n1 false (test_time = 2.24265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00146794)
	variant  7405/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 47)
		n1 false (test_time = 2.23163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00184202)
	variant  7406/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 46)
		n1 false (test_time = 2.20172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00148392)
	variant  7407/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 45)
		n1 false (test_time = 2.22227)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132298)
	variant  7408/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 44)
		n1 false (test_time = 2.21036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00163198)
	variant  7409/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 43)
		n1 false (test_time = 2.20591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00145292)
	variant  7410/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 42)
		n1 false (test_time = 2.20631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139308)
	variant  7411/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 41)
		n1 false (test_time = 2.18182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00144005)
	variant  7412/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 40)
		n1 false (test_time = 2.21492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135493)
	variant  7413/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 39)
		n1 false (test_time = 2.19315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001369)
	variant  7414/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 38)
		n1 false (test_time = 2.20258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00130391)
	variant  7415/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 37)
		n1 false (test_time = 2.14634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00128603)
	variant  7416/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 36)
		n1 false (test_time = 2.28207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135088)
	variant  7417/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 35)
		n1 false (test_time = 2.15102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00115085)
	variant  7418/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 34)
		n1 false (test_time = 2.20666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00129199)
	variant  7419/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 33)
		n1 false (test_time = 2.37619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00126505)
	variant  7420/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 32)
		n1 false (test_time = 2.28647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00135803)
	variant  7421/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 31)
		n1 false (test_time = 2.16143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00108314)
	variant  7422/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 30)
		n1 false (test_time = 2.18862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00106716)
	variant  7423/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 29)
		n1 false (test_time = 2.27575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00123692)
	variant  7424/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 28)
		n1 false (test_time = 2.1895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124502)
	variant  7425/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 27)
		n1 false (test_time = 2.22319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00121498)
	variant  7426/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 26)
		n1 false (test_time = 2.2069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000880003)
	variant  7427/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 25)
		n1 false (test_time = 10.0812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00444102)
	variant  7428/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 24)
		n1 false (test_time = 3.1161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000910997)
	variant  7429/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 23)
		n1 false (test_time = 2.14625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116611)
	variant  7430/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 22)
		n1 false (test_time = 2.19285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00109196)
	variant  7431/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 21)
		n1 false (test_time = 2.16589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00114799)
	variant  7432/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 20)
		n1 false (test_time = 2.1705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000899076)
	variant  7433/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 19)
		n1 false (test_time = 2.15596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000813961)
	variant  7434/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 18)
		n1 false (test_time = 2.15114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000319004)
	variant  7435/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 17)
		n1 false (test_time = 2.14018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000352859)
	variant  7436/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 16)
		n1 false (test_time = 2.13304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000305176)
	variant  7437/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 15)
		n1 false (test_time = 2.15743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000286102)
	variant  7438/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 14)
		n1 false (test_time = 2.16613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000264168)
	variant  7439/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 13)
		n1 false (test_time = 2.15453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000267029)
	variant  7440/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 12)
		n1 false (test_time = 2.2047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000211)
	variant  7441/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 11)
		n1 false (test_time = 9.76623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0021131)
	variant  7442/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 10)
		n1 false (test_time = 3.29514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000179052)
	variant  7443/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 9)
		n1 false (test_time = 2.17095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00014782)
	variant  7444/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 8)
		n1 false (test_time = 2.15499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000123024)
	variant  7445/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 7)
		n1 false (test_time = 2.13151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000102043)
	variant  7446/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 6)
		n1 false (test_time = 2.17211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.60691e-05)
	variant  7447/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 5)
		n1 false (test_time = 2.14553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.70092e-05)
	variant  7448/26032 = ?(1,a(822,785)) ?(2,a(822,784)) ?(3,a(822,781)) ?(4,a(822,780)) ?(5,a(822,779)) ?(6,a(822,778)) ?(7,a(822,777)) ?(8,a(822,776)) ?(9,a(822,775)) ?(10,a(822,759)) ?(11,a(822,758)) ?(12,a(822,757)) ?(13,a(822,756)) ?(14,a(822,755)) ?(15,a(822,754)) ?(16,a(822,753)) ?(17,a(822,752)) ?(18,a(822,751)) ?(19,a(822,738)) ?(20,a(822,737)) ?(21,a(822,736)) ?(22,a(822,734)) ?(23,a(822,732)) ?(24,a(822,730)) ?(25,a(822,729)) ?(26,a(822,728)) ?(27,a(822,727)) ?(28,a(822,726)) ?(29,a(822,725)) ?(30,a(822,724)) ?(31,a(822,723)) ?(32,a(822,715)) ?(33,a(822,713)) ?(34,a(822,711)) ?(35,a(822,710)) ?(36,a(822,709)) ?(37,a(822,708)) ?(38,a(822,707)) ?(39,a(822,705)) ?(40,a(822,704)) ?(41,a(822,703)) ?(42,a(822,700)) ?(43,a(822,699)) ?(44,a(822,698)) ?(45,a(822,697)) ?(46,a(822,695)) ?(47,a(822,693)) ?(48,a(822,690)) ?(49,a(822,679)) ?(50,a(822,678))  (21 tests, cond 4)
		n1lighttpd-bug-2785-2786.tar.gz
Tue Jun 11 18:38:24 EDT 2013
shutting down
